Infragistics4.Math.v12.2
A BooleanMatrix is a list of boolean values with an additional dimensionality property that
specifies its spatial orientation.
A matrix is a set of numbers with an additional dimensionality property that specifys its spatial orientation.
MatrixBase handles the logic for manipulating the spatial orientation of a matrix.
Initializes an empty instance.
Initializes a row of the specified .
The length of the constructed MatrixBase.
Occurs when length is less than 0.
Initializes a with the specified length and the orientation specified by
.
The length of the constructed MatrixBase.
The orientation of the constructed MatrixBase.
Occurs when length is less than 0.
Initializes a with the specified .
The dimensions of the Constructed MatrixBase.
Occurs when more than two dimensions are specified.
Occurs when neither dimension is singular.
Occurs when either dimension is less than 1.
Returns the string representation of a .
The string representation of a .
Compares the with for equality.
An object.
Returns True if the MatrixBase is equal to x; False otherwise.
Returns a hash code for the .
A hash code.
Returns an enumerator for the instance."
An enumerator.
Copies the base to an starting at a
particular .
The destination array.
An index into the destination array where the copying begins.
Determines whether the is a column MatrixBase.
Returns True if the second dimension of MatrixBase is equal to 1; False otherwise.
Determines whether the is empty.
Returns True if the MatrixBase is empty; False otherwise.
Determines whether the is a row MatrixBase.
Returns True if the first dimension of MatrixBase is equal to 1; False otherwise.
Determines whether the is square.
Returns True if the MatrixBase has exactly two equal dimensions; False otherwise.
Determines if the has exactly two dimensions.
True if the MatrixBase has exactly two dimensions; False otherwise.
Determines whether the is unitary.
Returns True if the MatrixBase has only one element; False otherwise.
Removes unitary dimensions from instances with greater than two dimensions.
The modified MatrixBase.
Returns the dimensions of the .
Returns the length of the .
Returns the number of dimensions in the .
Returns the dimensions of the as a .
Returns the empty .
Initializes an empty instance.
Initializes a one-dimensional of a specified .
The length of the constructed BooleanMatrix.
Initializes a zero with the specified .
The dimensions of the constructed BooleanMatrix.
Initializes a constant with the specified .
The constant value assigned to each element of the BooleanMatrix.
The dimensions of the constructed BooleanMatrix.
Initializes a one-dimensional of the specified and the specified .
The value assigned to each element of the constructed BooleanMatrix.
The length of the constructed BooleanMatrix.
Initializes a with the specified and .
The elements of the constructed BooleanMatrix.
The dimensions of the constructed BooleanMatrix.
Occurs when the dimensions specify a size that is inconsistent with the length of the elements.
Initializes a by copying the elements and dimensions of a multi-dimensional
Boolean array.
A multi-dimensional Boolean array.
Occurs if x is not a Boolean array.
Copies the base to an starting at a
particular .
The destination array.
An index into the destination array where the copying begins.
Copies the base to an starting at a
particular .
The destination array.
An index into the destination array where the copying begins.
Compares the with for equality.
An object.
Returns True if the BooleanMatrix is equal to x; False otherwise.
Returns hash code for the .
A hash code.
Returns the string representation of a .
Returns an double enumerator for the .
Returns an enumerator for the .
Returns a copy of the .
Returns the pointwise NOT of a .
A BooleanMatrix.
A BooleanMatrix y, where y[i] = NOT(x[i]).
Returns the pointwise NOT of the .
A BooleanMatrix y, where y[i] = NOT(this[i]).
Returns the pointwise logical AND of two instances.
The first BooleanMatrix.
The second BooleanMatrix.
A BooleanMatrix y, where y[i] = AND(x1[i],x2[i]).
Occurs when the and have different dimensions.
Returns the pointwise logical AND of a and a bool.
A BooleanMatrix.
A bool.
A BooleanMatrix y, where y[i] = AND(x1[i],x2).
Returns the pointwise logical AND of a bool and a .
A bool.
A BooleanMatrix.
A BooleanMatrix y, where y[i] = AND(x1,x2[i]).
Returns the pointwise logical AND of two instances.
A BooleanMatrix.
A BooleanMatrix y, where y[i] = AND(this[i],x[i]).
Occurs when the BooleanMatrix and have different dimensions.
Returns the pointwise logical AND of two instances.
A BooleanMatrix.
A BooleanMatrix y, where y[i] = AND(this[i],x[i]).
Occurs when the BooleanMatrix and have different dimensions.
Returns the pointwise logical OR of two instances.
The first BooleanMatrix.
The second BooleanMatrix.
A BooleanMatrix y, where y[i] = OR(x1[i],x2[i]).
Occurs when the x1 and x2 have different dimensions.
Returns the pointwise logical OR of a and a bool.
A BooleanMatrix.
A bool.
A BooleanMatrix y, where y[i] = OR(x1[i],x2).
Returns the pointwise logical OR of a bool and a .
A bool.
A BooleanMatrix.
A BooleanMatrix y, where y[i] = OR(x1,x2[i]).
Returns the pointwise logical OR of two instances.
A BooleanMatrix.
A BooleanMatrix y, where y[i] = OR(this[i],x[i]).
Occurs when the BooleanMatrix and have different dimensions.
Returns the pointwise logical OR of two instances.
A BooleanMatrix.
A BooleanMatrix y, where y[i] = OR(this[i],x[i]).
Occurs when the BooleanMatrix and have different dimensions.
Determines whether two instances have the same dimensions and element values.
The first BooleanMatrix.
The second BooleanMatrix.
Returns True if the two BooleanMatrix instances are equal; False otherwise.
Determines whether two instances have different dimensions or element values.
The first BooleanMatrix.
The second BooleanMatrix.
Returns True if the two BooleanMatrix instances are unequal; False otherwise.
Casts a to a .
A BooleanVector.
A Boolean y, where y[i] = x[i].
Casts a to a .
A BooleanMatrix.
A BooleanVector y, where y[i] = x[i].
Casts a boolean value to a unitary .
A boolean value.
A unitary BooleanMatrix y, where y[0] = x.
Returns a copy of the instance.
An indexer for the . The Matrix can be indexed one-dimensionally or multi-dimensionally.
A sequence of indices that correspond to the dimensions of the BooleanMatrix.
The element specified by the subscript.
Occurs when the BooleanMatrix is empty.
Occurs when the is non-unitary and has a different number of dimensions than
the BooleanMatrix.
Occurs when a subscript index is out of the bounds of the BooleanMatrix.
An indexer for the that takes a series of subscripts.
The BooleanMatrix can be indexed one-dimensionally or multi-dimensionally.
An array of index Vectors.
A BooleanMatrix containing the elements specified by the .
Occurs when the BooleanMatrix is empty.
Occurs when the is non-unitary and has a different number of dimensions than
the BooleanMatrix.
Occurs when a subscript index is out of the bounds of the BooleanMatrix.
Occurs when a subscript index has a non-integer value.
Occurs when the set value does not align with the elements specified by the subscript.
A BooleanVector is a list of boolean values with an additional dimensionality property that specifies
its orientation.
Returns the empty .
Initializes an empty instance.
Initializes a row zero of a specified .
The length of the constructed BooleanVector.
Initializes a row of the specified and the
specified .
The value assigned to each element of the constructed BooleanVector.
The length of the constructed BooleanVector.
Initializes a row with the specified .
The elements of the constructed BooleanVector.
Initializes a with the specified and
.
The elements of the constructed BooleanVector.
The dimensions of the constructed BooleanVector.
Occurs when the dimensions specify a size that is inconsistent with the length of the elements.
Initializes a with the specified elements .
An enum that specifies the orientation of the BooleanVector.
A bool array of elements.
Copies the base to an starting at a
particular .
The destination array.
An index into the destination array where the copying begins.
Copies the base to an starting at a
particular .
The destination array.
An index into the destination array where the copying begins.
Compares the with for equality.
An object.
Returns True if the BooleanVector is equal to x; False otherwise.
Returns hash code for the .
A hash code.
Returns the string representation of a .
Returns an double enumerator for the .
Returns an enumerator for the .
Returns a copy of the .
Returns the pointwise NOT of a .
A BooleanVector.
A BooleanVector y, where y[i] = NOT(x[i]).
Returns the pointwise NOT of the .
A BooleanVector y, where y[i] = NOT(this[i]).
Returns the pointwise logical AND of two instances.
The first BooleanVector.
The second BooleanVector.
A BooleanVector y, where y[i] = AND(x1[i],x2[i]).
Occurs when the and have different dimensions.
Returns the pointwise logical AND of a and a bool.
A BooleanVector.
A bool.
A BooleanVector y, where y[i] = AND(x1[i],x2).
Returns the pointwise logical AND of a bool and a .
A bool.
A BooleanVector.
A BooleanVector y, where y[i] = AND(x1,x2[i]).
Returns the pointwise logical AND of two instances.
A BooleanVector.
A BooleanVector y, where y[i] = AND(this[i],x[i]).
Occurs when the BooleanVector and have different dimensions.
Returns the pointwise logical AND of two instances.
A BooleanVector.
A BooleanVector y, where y[i] = AND(this[i],x[i]).
Occurs when the BooleanVector and have different dimensions.
Returns the pointwise logical OR of two instances.
The first BooleanVector.
The second BooleanVector.
A BooleanVector y, where y[i] = OR(x1[i],x2[i]).
Occurs when the x1 and x2 have different dimensions.
Returns the pointwise logical OR of a and a bool.
A BooleanVector.
A bool.
A BooleanVector y, where y[i] = OR(x1[i],x2).
Returns the pointwise logical OR of a bool and a .
A bool.
A BooleanVector.
A BooleanVector y, where y[i] = OR(x1,x2[i]).
Returns the pointwise logical OR of two instances.
A BooleanVector.
A BooleanVector y, where y[i] = OR(this[i],x[i]).
Occurs when the BooleanVector and have different dimensions.
Returns the pointwise logical OR of two instances.
A BooleanVector.
A BooleanVector y, where y[i] = OR(this[i],x[i]).
Occurs when the BooleanVector and have different dimensions.
Determines whether two instances have the same dimensions and element values.
Returns True if the two BooleanVector instances are equal; False otherwise.
Returns the pointwise equality operator for a and a bool.
A BooleanVector.
A bool.
A new BooleanVector y, where y[i] = Equals(x1[i],x2).
Returns the pointwise equality operator for a bool and a .
A bool.
A BooleanVector.
A new BooleanVector y, where y[i] = Equals(x1,x2[i]).
Returns the pointwise equality operator for the and a bool.
A bool.
A new BooleanVector y, where y[i] = Equals(this[i],x).
Determines whether two instances have different dimensions and element values.
Returns True if the two Vector instances are unequal; False otherwise.
Returns the pointwise inequality operator for a and a bool.
A BooleanVector.
A bool.
A new BooleanVector y, where y[i] = NotEquals(x1[i],x2).
Returns the pointwise inequality operator for a bool and a .
A bool.
A BooleanVector.
A new BooleanVector y, where y[i] = NotEquals(x1,x2[i]).
Casts a bool to a unitary .
A bool.
A unitary BooleanVector y, where y[0] = x.
Casts a to a bool array.
A BooleanVector.
A bool array y, where y[i] = x[i].
Casts a bool array to a row .
A bool array.
A row BooleanVector y, where y[i] = x[i].
Returns a copy of the instance.
Modifies a by reversing the order of its elements.
The modified BooleanVector.
Modifies the by sorting the elements by value in ascending order.
The modified BooleanVector.
Modifies a by switching its orientation. A row BooleanVector is converted to a
column BooleanVector and vice versa.
The modified BooleanVector.
An indexer that gets and sets a single element of a .
An index that specifies an element of the BooleanVector.
The specified element of the BooleanVector.
Occurs if the BooleanVector is indexed with more than two indices.
Occurs if the BooleanVector is indexed below 0 or above its length.
Occurs if a row BooleanVector is indexed with two indices and the first index is greater than 0.
Occurs if a column BooleanVector is indexed with two indices and the second index is greater than 0.
Occurs if the empty BooleanVector is indexed.
An indexer that gets or sets a set of elements in a .
A Vector of integer indices.
A BooleanVector of elements specified by the
Occurs if the BooleanVector is indexed below 0 or above its length.
Occurs if the empty BooleanVector is indexed.
Occurs if the indices are not integers.
A Complex number is a type of mathematical object with real and imaginary parts.
All of the standard mathematical operations and functions are defined for Complex
numbers.
Initializes a new number with real and imaginary components.
A double representing the real part of the constructed number.
A double representing the imaginary part of the constructed number.
Compares the number to for equality.
An object.
True if the Complex number is equal to x; False otherwise.
Returns a hash code for the number.
A hash code.
Returns the string representation of a number.
The string representation of a Complex number.
Returns the string representation of a number in a specified format.
A format for a particular culture.
The string representation of a Complex number.
Compares a number to another object.
-1 if obj is not .
-1 if this is less than obj.
0 if this is equal to obj.
1 if this is greater than obj.
Compares two numbers to each other.
A Complex number.
Returns -1 if this is less than z.
Returns 0 if this is equal to z.
Returns 1 if this is greater than z.
Returns the sum of two numbers.
A Complex number of the form: a+bi.
A Complex number of the form: c+di
A Complex number of the form: (a+c) + (b+d)i
Adds a number to the number.
A Complex number.
Returns the difference of two numbers.
A Complex number of the form: a+bi
A Complex number of the form: c+di
A Complex number of the form: (a-c) + (b-d)i
Subtracts a number from the number.
A Complex number.
Returns the product of two numbers.
A Complex number of the form: a + bi
A Complex number of the form: c + di
A Complex number of the form: (ac-bd) + (bc + ad)i
Returns the product of a number and a double.
A double of the form: c
A Complex number of the form: a + bi
A Complex number of the form: ac + ibc
Returns the product of a number and a double.
A Complex number of the form: a + bi
A double of the form: c
A Complex number of the form: ac + bci
Multiplys a number to the number.
A Complex number.
Returns the division of two numbers.
A Complex number of the form: a + bi
A Complex number of the form: c + di
A Complex number of the form: ((ac + bd)/(c^2 + d^2)) + ((bc - ad)/(c^2 + d^2))*i
Divides a number from the number.
A Complex number.
Returns True if is less than ; False otherwise.
The first number.
The second Complex number.
False if z1 and z2 are equal;
True if z1 and z2 are unequal and z1 = Min(z1,z2);
False otherwise.
Returns True if is less than or equal to ; False otherwise.
The first number.
The second Complex number.
True if z1 = Min(z1,z2);
False otherwise.
Returns True if is greater than ; False otherwise.
The first number.
The second Complex number.
False if z1 and z2 are equal;
True if z1 and z2 are unequal and z1 = Max(z1,z2);
False otherwise.
Returns True if is greater than or equal to ; False otherwise.
The first number.
The second Complex number.
True if z1 = Max(z1,z2);
False otherwise.
Compares two numbers for equality.
The first Complex number
The second Complex number
True is equal to ; they are equal
Compares two numbers for inequality.
The first Complex number
The second Complex number
True if is not equal to ; False otherwise.
Casts a double to a number.
A double.
The equivalent Complex number: x + 0i.
Compares the number to another Complex number .
A Complex number.
Returns -1 if this is less than z.
Returns 0 if this is equal to z.
Returns 1 if this is greater than z.
Takes a string representation of a number and returns the specified Complex number.
A string representation of a Complex number.
The Complex number represented by .
Occurs when s is formatted incorrectly.
Returns True if can be parsed into a number; False otherwise.
A string representation of a Complex number.
The Complex number represented by s; null otherwise.
True if the parse was successful; False otherwise.
Returns the real part of the number.
Returns the imaginary part of the number.
Returns the magnitude of the number.
Returns the phase of the number.
A ComplexMatrix is a list of numbers with an additional dimensionality property that
specifies its spatial orientation.
Returns the empty .
Initializes an empty instance.
Initializes a one-dimensional of a specified .
The length of the constructed ComplexMatrix.
Initializes a zero with the specified .
The dimensions of the constructed ComplexMatrix.
Initializes a constant with the specified .
The constant value assigned to each element of the ComplexMatrix.
The dimensions of the constructed ComplexMatrix.
Initializes a one-dimensional of the specified and the specified .
The value assigned to each element of the constructed ComplexMatrix.
The length of the constructed ComplexMatrix.
Initializes a with the specified and .
The elements of the constructed ComplexMatrix.
The dimensions of the constructed ComplexMatrix.
Occurs when the dimensions specify a size that is inconsistent with the length of the elements.
Initializes a by copying the elements and dimensions of a multi-dimensional
array.
A multi-dimensional Complex array.
Occurs if x is not a Complex array.
Copies the base to an starting at a
particular .
The destination array.
An index into the destination array where the copying begins.
Copies the base to an starting at a
particular .
The destination array.
An index into the destination array where the copying begins.
Compares the with for equality.
An object.
Returns True if the ComplexMatrix is equal to x; False otherwise.
Returns hash code for the .
A hash code.
Returns the string representation of a .
Returns an double enumerator for the .
Returns an enumerator for the .
Returns a copy of the .
Adds two instances pointwise.
A ComplexMatrix y, where y[i] = x1[i] + x2[i].
Adds a and a pointwise.
A ComplexMatrix y, where y[i] = x1[i] + x2[i].
Adds a and a pointwise.
A ComplexMatrix y, where y[i] = x1[i] + x2[i].
Adds a and a double pointwise.
A ComplexMatrix y, where y[i] = x1[i] + x2.
Adds a double and a pointwise.
A ComplexMatrix y, where y[i] = x1 + x2[i].
Adds a and a number pointwise.
A ComplexMatrix y, where y[i] = x1[i] + x2.
Adds a number and a pointwise.
A ComplexMatrix y, where y[i] = x1 + x2[i].
Subtracts two instances pointwise.
A ComplexMatrix y, where y[i] = x1[i] - x2[i].
Subtracts a and a pointwise.
A ComplexMatrix y, where y[i] = x1[i] - x2[i].
Subtracts a and a pointwise.
A ComplexMatrix y, where y[i] = x1[i] - x2[i].
Subtracts a and a double pointwise.
A ComplexMatrix y, where y[i] = x1[i] - x2.
Subtracts a double and a pointwise.
A ComplexMatrix y, where y[i] = x1 - x2[i].
Subtracts a and a number pointwise.
A ComplexMatrix y, where y[i] = x1[i] - x2.
Subtracts a number and a pointwise.
A ComplexMatrix y, where y[i] = x1 - x2[i].
Multiplies two instances pointwise.
A ComplexMatrix y, where y[i] = x1[i] * x2[i].
Multiplies a and a pointwise.
A ComplexMatrix y, where y[i] = x1[i] * x2[i].
Multiplies a and a pointwise.
A ComplexMatrix y, where y[i] = x1[i] * x2[i].
Multiplies a and a double pointwise.
A ComplexMatrix y, where y[i] = x1[i] * x2.
Multiplies a double and a pointwise.
A ComplexMatrix y, where y[i] = x1 * x2[i].
Multiplies a and a number pointwise.
A ComplexMatrix y, where y[i] = x1[i] * x2.
Multiplies a number and a pointwise.
A ComplexMatrix y, where y[i] = x1 * x2[i].
Divides two instances pointwise.
A ComplexMatrix y, where y[i] = x1[i] / x2[i].
Divides a and a pointwise.
A ComplexMatrix y, where y[i] = x1[i] / x2[i].
Divides a and a pointwise.
A ComplexMatrix y, where y[i] = x1[i] / x2[i].
Divides a and a double pointwise.
A ComplexMatrix y, where y[i] = x1[i] / x2.
Multiplies a double and a pointwise.
A ComplexMatrix y, where y[i] = x1 / x2[i].
Divides a and a number pointwise.
A ComplexMatrix y, where y[i] = x1[i] / x2.
Divides a number and a pointwise.
A ComplexMatrix y, where y[i] = x1 / x2[i].
Determines whether two instances have the same dimensions and element values.
The first ComplexMatrix.
The second ComplexMatrix.
Returns True if the two ComplexMatrix instances are equal; False otherwise.
Determines whether a and a have the same dimensions
and element values.
A ComplexMatrix.
A Matrix.
Returns True if the ComplexMatrix and the Matrix are equal; False otherwise.
Determines whether a and a have the same dimensions
and element values.
A Matrix.
A ComplexMatrix.
Returns True if the Matrix and the ComplexMatrix are equal; False otherwise.
Returns the pointwise equality operator for a and a double.
A ComplexMatrix.
A double.
A new y, where y[i] = Equals(x1[i],x2).
Returns the pointwise equality operator for a double and a .
A double.
A ComplexMatrix.
A new y, where y[i] = Equals(x1,x2[i]).
Returns the pointwise equality operator for a and a number.
A ComplexMatrix.
A Complex number.
A new y, where y[i] = Equals(x1[i],x2).
Returns the pointwise equality operator for a number and a .
A Complex number.
A ComplexMatrix.
A new y, where y[i] = Equals(x1,x2[i]).
Determines whether two instances have different dimensions or element values.
The first ComplexMatrix.
The second ComplexMatrix.
Returns True if the two ComplexMatrix instances are unequal; False otherwise.
Determines whether a and a have different dimensions
and element values.
A ComplexMatrix.
A Matrix.
Returns True if the ComplexMatrix and the Matrix are unequal; False otherwise.
Determines whether a and a have different dimensions
and element values.
A Matrix.
A ComplexMatrix.
Returns True if the Matrix and the ComplexMatrix are unequal; False otherwise.
Returns the pointwise inequality operator for a and a double.
A ComplexMatrix.
A double.
A new y, where y[i] = NotEquals(x1[i],x2).
Returns the pointwise inequality operator for a double and a .
A double.
A ComplexMatrix.
A new y, where y[i] = NotEquals(x1,x2[i]).
Returns the pointwise inequality operator for a and a number.
A ComplexMatrix.
A Complex number.
A new y, where y[i] = NotEquals(x1[i],x2).
Returns the pointwise inequality operator for a number and a .
A Complex number.
A ComplexMatrix.
A new y, where y[i] = NotEquals(x1,x2[i]).
Compares two instances using the GreaterThan operator pointwise.
The first ComplexMatrix.
The second ComplexMatrix.
A y, where y[i] = GreaterThan(x1[i],x2[i]).
Compares a and a double using the GreaterThan operator pointwise.
A ComplexMatrix.
A double.
A y, where y[i] = GreaterThan(x1[i],x2).
Compares a double and a using the GreaterThan operator pointwise.
A double.
A ComplexMatrix.
A y, where y[i] = GreaterThan(x1,x2[i]).
Compares a and a number using the GreaterThan
operator pointwise.
A ComplexMatrix.
A Complex number.
A y, where y[i] = GreaterThan(x1[i],x2).
Compares a number and a using the GreaterThan
operator pointwise.
A Complex number.
A ComplexMatrix.
A y, where y[i] = GreaterThan(x1,x2[i]).
Compares two instances using the GreaterThanOrEquals operator pointwise.
The first ComplexMatrix.
The second ComplexMatrix.
A y, where y[i] = GreaterThanOrEquals(x1[i],x2[i]).
Compares a and a double using the GreaterThanOrEquals operator pointwise.
A ComplexMatrix.
A double.
A y, where y[i] = GreaterThanOrEquals(x1[i],x2).
Compares a double and a using the GreaterThanOrEquals operator pointwise.
A double.
A ComplexMatrix.
A y, where y[i] = GreaterThanOrEquals(x1,x2[i]).
Compares a and a number using the GreaterThanOrEquals
operator pointwise.
A ComplexMatrix.
A Complex number.
A y, where y[i] = GreaterThanOrEquals(x1[i],x2).
Compares a number and a using the GreaterThanOrEquals
operator pointwise.
A Complex number.
A ComplexMatrix.
A y, where y[i] = GreaterThanOrEquals(x1,x2[i]).
Compares two instances using the LessThan operator pointwise.
The first ComplexMatrix.
The second ComplexMatrix.
A y, where y[i] = LessThan(x1[i],x2[i]).
Compares a and a double using the LessThan operator pointwise.
A ComplexMatrix.
A double.
A y, where y[i] = LessThan(x1[i],x2).
Compares a double and a using the LessThan operator pointwise.
A double.
A ComplexMatrix.
A y, where y[i] = LessThan(x1,x2[i]).
Compares a and a number using the LessThan operator pointwise.
A ComplexMatrix.
A Complex number.
A y, where y[i] = LessThan(x1[i],x2).
Compares a number and a using the LessThan operator pointwise.
A Complex number.
A ComplexMatrix.
A y, where y[i] = LessThan(x1,x2[i]).
Compares two instances using the LessThanOrEquals operator pointwise.
The first ComplexMatrix.
The second ComplexMatrix.
A y, where y[i] = LessThanOrEquals(x1[i],x2[i]).
Compares a and a double using the LessThanOrEquals operator pointwise.
A ComplexMatrix.
A double.
A y, where y[i] = LessThanOrEquals(x1[i],x2).
Compares a double and a using the LessThanOrEquals operator pointwise.
A double.
A ComplexMatrix.
A y, where y[i] = LessThanOrEquals(x1,x2[i]).
Compares a and a number using the LessThanOrEquals
operator pointwise.
A ComplexMatrix.
A Complex number.
A y, where y[i] = LessThanOrEquals(x1[i],x2).
Compares a number and a using the LessThanOrEquals
operator pointwise.
A Complex number.
A ComplexMatrix.
A y, where y[i] = LessThanOrEquals(x1,x2[i]).
Casts a to a .
A ComplexVector.
A Complex y, where y[i] = x[i].
Casts a to a .
A ComplexMatrix.
A ComplexVector y, where y[i] = x[i].
Casts a to a .
A ComplexVector.
A Complex y, where y[i] = x[i].
Casts a number to a unitary .
A Complex number.
A unitary ComplexMatrix y, where y[0] = x.
Casts a double to a unitary .
A Complex number.
A unitary ComplexMatrix y, where y[0] = x.
Casts a Complex array to a row .
A array.
A row ComplexMatrix y, where y[i] = x[i].
Casts a double array to a row .
A double array.
A row ComplexMatrix y, where y[i] = (Complex)x[i].
Casts a to a .
A Matrix.
A row ComplexMatrix y, where y[i] = (Complex)x[i].
Casts an int array to a row .
An int array.
A row ComplexMatrix y, where y[i] = (Complex)x[i].
Casts a short array to a row .
A short array.
A row ComplexMatrix y, where y[i] = (Complex)x[i].
Casts a long array to a row .
A long array.
A row ComplexMatrix y, where y[i] = (Complex)x[i].
Casts a float array to a row .
A float array.
A row ComplexMatrix y, where y[i] = (Complex)x[i].
Casts a decimal array to a row .
A decimal array.
A row ComplexMatrix y, where y[i] = (Complex)x[i].
Modifies a , y, by replacing each element y[i] with Acos(y[i]).
The modified ComplexMatrix.
Modifies a , y, by replacing each element y[i] with y[i] + x[i].
A .
The modified ComplexMatrix.
Occurs when the ComplexMatrix and have different dimensions.
Modifies a , y, by replacing each element y[i] with y[i] + x[i].
A ComplexMatrix.
The modified ComplexMatrix.
Occurs when the ComplexMatrix and have different dimensions.
Modifies a , y, by replacing each element y[i] with y[i] + x.
A double.
The modified ComplexMatrix.
Modifies a , y, by replacing each element y[i] with y[i] + x.
A number.
The modified ComplexMatrix.
Modifies a , y, by replacing each element y[i] with Asin(y[i]).
The modified ComplexMatrix.
Modifies a , y, by replacing each element y[i] with Atan(y[i]).
The modified ComplexMatrix.
Modifies a , y, by replacing each element y[i] with Ceiling(y[i]).
The modified ComplexMatrix.
Modifies a , y, by replacing each element y[i] with Cis(y[i]).
The modified ComplexMatrix.
Modifies the , y, by replacing each element y[i] with CompareTo(y[i],x[i]).
A ComplexMatrix.
The modified ComplexMatrix.
Occurs when the ComplexMatrix and have different dimensions.
Modifies the , y, by replacing each element y[i] with CompareTo(y[i],x[i]).
A .
The modified ComplexMatrix.
Occurs when the ComplexMatrix and have different dimensions.
Modifies the , y, by replacing each element y[i] with CompareTo(y[i],x).
A double.
The modified ComplexMatrix.
Modifies the , y, by replacing each element y[i] with CompareTo(y[i],x).
A number.
The modified ComplexMatrix.
Modifies a , y, by replacing each element y[i] with Conj(y[i]).
The modified ComplexMatrix.
Modifies a , y, by replacing each element y[i] with Cos(y[i]).
The modified ComplexMatrix.
Modifies a , y, by replacing each element y[i] with Cosh(y[i]).
The modified ComplexMatrix.
Modifies a , y, by replacing each element y[i] with y[i] / x[i].
A .
The modified ComplexMatrix.
Occurs when the ComplexMatrix and have different dimensions.
Modifies a , y, by replacing each element y[i] with y[i] / x[i].
A ComplexMatrix.
The modified ComplexMatrix.
Occurs when the ComplexMatrix and have different dimensions.
Modifies a , y, by replacing each element y[i] with y[i] / x.
A double.
The modified ComplexMatrix.
Modifies a , y, by replacing each element y[i] with y[i] / x.
A number.
The modified ComplexMatrix.
Modifies a , y, by replacing each element y[i] with Exp(y[i]).
The modified ComplexMatrix.
Modifies a , y, by replacing each element y[i] with Floor(y[i]).
The modified ComplexMatrix.
Modifies a , y, by replacing each element y[i] with Log(y[i]).
The modified ComplexMatrix.
Modifies a , y, by replacing each element y[i] with Log(y[i],B).
The modified ComplexMatrix.
Modifies a , y, by replacing each element y[i] with Log2(y[i]).
The modified ComplexMatrix.
Modifies a , y, by replacing each element y[i] with Log10(y[i]).
The modified ComplexMatrix.
Modifies a , y, by replacing each element y[i] with y[i] * x[i].
A .
The modified ComplexMatrix.
Occurs when the ComplexMatrix and have different dimensions.
Modifies a , y, by replacing each element y[i] with y[i] * x[i].
A ComplexMatrix.
The modified ComplexMatrix.
Occurs when the ComplexMatrix and have different dimensions.
Modifies a , y, by replacing each element y[i] with y[i] * x.
A double.
The modified ComplexMatrix.
Modifies a , y, by replacing each element y[i] with y[i] * x.
A number.
The modified ComplexMatrix.
Modifies a , y, by replacing each element y[i] with Pow(y[i],x[i]).
A .
The modified ComplexMatrix.
Occurs when the ComplexMatrix and have different dimensions.
Modifies a , y, by replacing each element y[i] with Pow(y[i],x[i]).
A ComplexMatrix.
The modified ComplexMatrix.
Occurs when the ComplexMatrix and have different dimensions.
Modifies a , y, by replacing each element y[i] with Pow(y[i],x).
A double.
The modified ComplexMatrix.
Modifies a , y, by replacing each element y[i] with Pow(y[i],x).
A number.
The modified ComplexMatrix.
Modifies a , y, by replacing each element y[i] with Round(y[i]).
The modified ComplexMatrix.
Modifies a , y, by replacing each element y[i] with Sign(y[i]).
The modified ComplexMatrix.
Modifies a , y, by replacing each element y[i] with Sin(y[i]).
The modified ComplexMatrix.
Modifies a , y, by replacing each element y[i] with Sinh(y[i]).
The modified ComplexMatrix.
Modifies a , y, by replacing each element y[i] with Sqrt(y[i]).
The modified ComplexMatrix.
Modifies a , y, by replacing each element y[i] with y[i] - x[i].
A .
The modified ComplexMatrix.
Occurs when the ComplexMatrix and have different dimensions.
Modifies a , y, by replacing each element y[i] with y[i] - x[i].
A ComplexMatrix.
The modified ComplexMatrix.
Occurs when the ComplexMatrix and have different dimensions.
Modifies a , y, by replacing each element y[i] with y[i] - x.
A double.
The modified ComplexMatrix.
Modifies a , y, by replacing each element y[i] with y[i] - x.
A number.
The modified ComplexMatrix.
Modifies a , y, by replacing each element y[i] with Tan(y[i]).
The modified ComplexMatrix.
Modifies a , y, by replacing each element y[i] with Tanh(y[i]).
The modified ComplexMatrix.
Returns a copy of the instance.
Modifies a , y, by replacing each element y[i1,..,iN,..,iM] with
y[i1,..,0,..,iM]*...*y[i1,..,iN,..,iM].
The calculation dimension.
The modified ComplexMatrix.
Occurs when x is empty.
Occurs when is less than 1.
Modifies a , y, by replacing each element y[i1,..,iN,..,iM] with
y[i1,..,0,..,iM]+...+y[i1,..,iN,..,iM].
The calculation dimension.
The modified ComplexMatrix.
Occurs when x is empty.
Occurs when is less than 1.
An indexer for the . The Matrix can be indexed one-dimensionally or multi-dimensionally.
A sequence of indices that correspond to the dimensions of the ComplexMatrix.
The element specified by the subscript.
Occurs when the ComplexMatrix is empty.
Occurs when the is non-unitary and has a different number of dimensions than
the ComplexMatrix.
Occurs when a subscript index is out of the bounds of the ComplexMatrix.
An indexer for the that takes a series of subscripts.
The ComplexMatrix can be indexed one-dimensionally or multi-dimensionally.
An array of index Vectors.
A ComplexMatrix containing the elements specified by the .
Occurs when the ComplexMatrix is empty.
Occurs when the is non-unitary and has a different number of dimensions than
the ComplexMatrix.
Occurs when a subscript index is out of the bounds of the ComplexMatrix.
Occurs when a subscript index has a non-integer value.
Occurs when the set value does not align with the elements specified by the subscript.
A ComplexVector is a list of numbers with an additional dimensionality property that
specifies its orientation.
Returns the empty .
Initializes an empty instance.
Initializes a row zero of a specified .
The length of the constructed ComplexVector.
Initializes a row of the specified and
the specified .
The value assigned to each element of the constructed ComplexVector.
The length of the constructed ComplexVector.
Initializes a row with the specified .
The elements of the constructed ComplexVector.
Initializes a with the specified and .
The elements of the constructed ComplexVector.
The dimensions of the constructed ComplexVector.
Occurs when the dimensions specify a size that is inconsistent with the length of the elements.
Initializes a with the specified elements .
An enum that specifies the orientation of the ComplexVector.
A Complex array of elements.
Copies the base to an starting at a
particular .
The destination array.
An index into the destination array where the copying begins.
Copies the base to an starting at a
particular .
The destination array.
An index into the destination array where the copying begins.
Compares the with for equality.
An object.
Returns True if the ComplexVector is equal to x; False otherwise.
Returns a hash code for the .
A hash code.
Returns the string representation of a .
Returns an enumerator for the .
Returns an enumerator for the .
Returns a copy of the .
Adds two instances pointwise.
A ComplexVector y, where y[i] = x1[i] + x2[i].
Adds a and a pointwise.
A ComplexVector y, where y[i] = x1[i] + x2[i].
Adds a and a pointwise.
A ComplexVector y, where y[i] = x1[i] + x2[i].
Adds a and a double pointwise.
A ComplexVector y, where y[i] = x1[i] + x2.
Adds a double and a pointwise.
A ComplexVector y, where y[i] = x1 + x2[i].
Adds a and a number pointwise.
A ComplexVector y, where y[i] = x1[i] + x2.
Adds a number and a pointwise.
A ComplexVector y, where y[i] = x1 + x2[i].
Subtracts two instances pointwise.
A ComplexVector y, where y[i] = x1[i] - x2[i].
Subtracts a and a pointwise.
A ComplexVector y, where y[i] = x1[i] - x2[i].
Subtracts a and a pointwise.
A ComplexVector y, where y[i] = x1[i] - x2[i].
Subtracts a and a double pointwise.
A ComplexVector y, where y[i] = x1[i] - x2.
Subtracts a double and a pointwise.
A ComplexVector y, where y[i] = x1 - x2[i].
Subtracts a and a number pointwise.
A ComplexVector y, where y[i] = x1[i] - x2.
Subtracts a number and a pointwise.
A ComplexVector y, where y[i] = x1 - x2[i].
Multiplies two instances pointwise.
A ComplexVector y, where y[i] = x1[i] * x2[i].
Multiplies a and a pointwise.
A ComplexVector y, where y[i] = x1[i] * x2[i].
Multiplies a and a pointwise.
A ComplexVector y, where y[i] = x1[i] * x2[i].
Multiplies a and a double pointwise.
A ComplexVector y, where y[i] = x1[i] * x2.
Multiplies a double and a pointwise.
A ComplexVector y, where y[i] = x1 * x2[i].
Multiplies a and a number pointwise.
A ComplexVector y, where y[i] = x1[i] * x2.
Multiplies a number and a pointwise.
A ComplexVector y, where y[i] = x1 * x2[i].
Divides two instances pointwise.
A ComplexVector y, where y[i] = x1[i] / x2[i].
Divides a and a pointwise.
A ComplexVector y, where y[i] = x1[i] / x2[i].
Divides a and a pointwise.
A ComplexVector y, where y[i] = x1[i] / x2[i].
Divides a and a double pointwise.
A ComplexVector y, where y[i] = x1[i] / x2.
Multiplies a double and a pointwise.
A ComplexVector y, where y[i] = x1 / x2[i].
Divides a and a number pointwise.
A ComplexVector y, where y[i] = x1[i] / x2.
Divides a number and a pointwise.
A ComplexVector y, where y[i] = x1 / x2[i].
Determines whether two instances have the same dimensions and element values.
The first ComplexVector.
The second ComplexVector.
Returns True if the two ComplexVector instances are equal; False otherwise.
Determines whether a and a have the same dimensions
and element values.
A ComplexVector.
A Vector.
Returns True if the ComplexVector and the Vector are equal; False otherwise.
Determines whether a and a have the same dimensions
and element values.
A Vector.
A ComplexVector.
Returns True if the Vector and the ComplexVector are equal; False otherwise.
Returns the pointwise equality operator for a and a double.
A ComplexVector.
A double.
A new y, where y[i] = Equals(x1[i],x2).
Returns the pointwise equality operator for a double and a .
A double.
A ComplexVector.
A new y, where y[i] = Equals(x1,x2[i]).
Returns the pointwise equality operator for a and a number.
A ComplexVector.
A Complex number.
A new y, where y[i] = Equals(x1[i],x2).
Returns the pointwise equality operator for a number and a .
A Complex number.
A ComplexVector.
A new y, where y[i] = Equals(x1,x2[i]).
Determines whether two instances have different dimensions and element values.
The first ComplexVector.
The second ComplexVector.
Returns True if the two ComplexVector instances are unequal; False otherwise.
Determines whether a and a have different dimensions
and element values.
A ComplexVector.
A Vector.
Returns True if the ComplexVector and the Vector are unequal; False otherwise.
Determines whether a and a have different dimensions
and element values.
A Vector.
A ComplexVector.
Returns True if the Vector and the ComplexVector are unequal; False otherwise.
Returns the pointwise inequality operator for a and a double.
A ComplexVector.
A double.
A new y, where y[i] = NotEquals(x1[i],x2).
Returns the pointwise inequality operator for a double and a .
A double.
A ComplexVector.
A new y, where y[i] = NotEquals(x1,x2[i]).
Returns the pointwise inequality operator for a and a number.
A ComplexVector.
A Complex number.
A new y, where y[i] = NotEquals(x1[i],x2).
Returns the pointwise inequality operator for a number and a .
A Complex number.
A ComplexVector.
A new y, where y[i] = NotEquals(x1,x2[i]).
Compares two instances using the GreaterThan operator pointwise.
The first ComplexVector.
The second ComplexVector.
A y, where y[i] = GreaterThan(x1[i],x2[i]).
Compares a and a double using the GreaterThan operator pointwise.
A ComplexVector.
A double.
A y, where y[i] = GreaterThan(x1[i],x2).
Compares a double and a using the GreaterThan operator pointwise.
A double.
A ComplexVector.
A y, where y[i] = GreaterThan(x1,x2[i]).
Compares a and a number using the GreaterThan
operator pointwise.
A ComplexVector.
A Complex number.
A y, where y[i] = GreaterThan(x1[i],x2).
Compares a number and a using the GreaterThan
operator pointwise.
A Complex number.
A ComplexVector.
A y, where y[i] = GreaterThan(x1,x2[i]).
Compares two instances using the GreaterThanOrEquals operator pointwise.
The first ComplexVector.
The second ComplexVector.
A y, where y[i] = GreaterThanOrEquals(x1[i],x2[i]).
Compares a and a double using the GreaterThanOrEquals operator pointwise.
A ComplexVector.
A double.
A y, where y[i] = GreaterThanOrEquals(x1[i],x2).
Compares a double and a using the GreaterThanOrEquals operator pointwise.
A double.
A ComplexVector.
A y, where y[i] = GreaterThanOrEquals(x1,x2[i]).
Compares a and a number using the GreaterThanOrEquals
operator pointwise.
A ComplexVector.
A Complex number.
A y, where y[i] = GreaterThanOrEquals(x1[i],x2).
Compares a number and a using the GreaterThanOrEquals
operator pointwise.
A Complex number.
A ComplexVector.
A y, where y[i] = GreaterThanOrEquals(x1,x2[i]).
Compares two instances using the LessThan operator pointwise.
The first ComplexVector.
The second ComplexVector.
A y, where y[i] = LessThan(x1[i],x2[i]).
Compares a and a double using the LessThan operator pointwise.
A ComplexVector.
A double.
A y, where y[i] = LessThan(x1[i],x2).
Compares a double and a using the LessThan operator pointwise.
A double.
A ComplexVector.
A y, where y[i] = LessThan(x1,x2[i]).
Compares a and a number using the LessThan operator pointwise.
A ComplexVector.
A Complex number.
A y, where y[i] = LessThan(x1[i],x2).
Compares a number and a using the LessThan operator pointwise.
A Complex number.
A ComplexVector.
A y, where y[i] = LessThan(x1,x2[i]).
Compares two instances using the LessThanOrEquals operator pointwise.
The first ComplexVector.
The second ComplexVector.
A y, where y[i] = LessThanOrEquals(x1[i],x2[i]).
Compares a and a double using the LessThanOrEquals operator pointwise.
A ComplexVector.
A double.
A y, where y[i] = LessThanOrEquals(x1[i],x2).
Compares a double and a using the LessThanOrEquals operator pointwise.
A double.
A ComplexVector.
A y, where y[i] = LessThanOrEquals(x1,x2[i]).
Compares a and a number using the LessThanOrEquals
operator pointwise.
A ComplexVector.
A Complex number.
A y, where y[i] = LessThanOrEquals(x1[i],x2).
Compares a number and a using the LessThanOrEquals
operator pointwise.
A Complex number.
A ComplexVector.
A y, where y[i] = LessThanOrEquals(x1,x2[i]).
Casts a number to a unitary .
A Complex number.
A unitary ComplexVector y, where y[0] = x.
Casts a double to a unitary .
A Complex number.
A unitary ComplexVector y, where y[0] = x.
Casts a to a Complex array.
A ComplexVector.
A array y, where y[i] = x[i].
Casts a Complex array to a row .
A array.
A row ComplexVector y, where y[i] = x[i].
Casts a double array to a row .
A double array.
A row ComplexVector y, where y[i] = (Complex)x[i].
Casts a to a .
A Vector.
A row ComplexVector y, where y[i] = (Complex)x[i].
Casts an int array to a row .
An int array.
A row ComplexVector y, where y[i] = (Complex)x[i].
Casts a short array to a row .
A short array.
A row ComplexVector y, where y[i] = (Complex)x[i].
Casts a long array to a row .
A long array.
A row ComplexVector y, where y[i] = (Complex)x[i].
Casts a float array to a row .
A float array.
A row ComplexVector y, where y[i] = (Complex)x[i].
Casts a decimal array to a row .
A decimal array.
A row ComplexVector y, where y[i] = (Complex)x[i].
Modifies a , y, by replacing each element y[i] with Acos(y[i]).
The modified ComplexVector.
Modifies a , y, by replacing each element y[i] with y[i] + x[i].
A .
The modified ComplexVector.
Occurs when the ComplexVector and have different dimensions.
Modifies a , y, by replacing each element y[i] with y[i] + x[i].
A ComplexVector.
The modified ComplexVector.
Occurs when the ComplexVector and have different dimensions.
Modifies a , y, by replacing each element y[i] with y[i] + x.
A double.
The modified ComplexVector.
Modifies a , y, by replacing each element y[i] with y[i] + x.
A number.
The modified ComplexVector.
Modifies a , y, by replacing each element y[i] with Asin(y[i]).
The modified ComplexVector.
Modifies a , y, by replacing each element y[i] with Atan(y[i]).
The modified ComplexVector.
Modifies a , y, by replacing each element y[i] with Ceiling(y[i]).
The modified ComplexVector.
Modifies a , y, by replacing each element y[i] with Cis(y[i]).
The modified ComplexVector.
Modifies the , y, by replacing each element y[i] with CompareTo(y[i],x[i]).
A ComplexVector.
The modified ComplexVector.
Occurs when the ComplexVector and have different dimensions.
Modifies the , y, by replacing each element y[i] with CompareTo(y[i],x[i]).
A .
The modified ComplexVector.
Occurs when the ComplexVector and have different dimensions.
Modifies the , y, by replacing each element y[i] with CompareTo(y[i],x).
A double.
The modified ComplexVector.
Modifies the , y, by replacing each element y[i] with CompareTo(y[i],x).
A number.
The modified ComplexVector.
Modifies a , y, by replacing each element y[i] with Conj(y[i]).
The modified ComplexVector.
Modifies a , y, by replacing each element y[i] with Cos(y[i]).
The modified ComplexVector.
Modifies a , y, by replacing each element y[i] with Cosh(y[i]).
The modified ComplexVector.
Modifies a , y, by replacing each element y[i] with y[i] / x[i].
A .
The modified ComplexVector.
Occurs when the ComplexVector and have different dimensions.
Modifies a , y, by replacing each element y[i] with y[i] / x[i].
A ComplexVector.
The modified ComplexVector.
Occurs when the ComplexVector and have different dimensions.
Modifies a , y, by replacing each element y[i] with y[i] / x.
A double.
The modified ComplexVector.
Modifies a , y, by replacing each element y[i] with y[i] / x.
A number.
The modified ComplexVector.
Modifies a , y, by replacing each element y[i] with Exp(y[i]).
The modified ComplexVector.
Modifies a , y, by replacing each element y[i] with Floor(y[i]).
The modified ComplexVector.
Modifies a , y, by replacing each element y[i] with Log(y[i]).
The modified ComplexVector.
Modifies a , y, by replacing each element y[i] with Log(y[i],B).
The modified ComplexVector.
Modifies a , y, by replacing each element y[i] with Log2(y[i]).
The modified ComplexVector.
Modifies a , y, by replacing each element y[i] with Log10(y[i]).
The modified ComplexVector.
Modifies a , y, by replacing each element y[i] with y[i] * x[i].
A .
The modified ComplexVector.
Occurs when the ComplexVector and have different dimensions.
Modifies a , y, by replacing each element y[i] with y[i] * x[i].
A ComplexVector.
The modified ComplexVector.
Occurs when the ComplexVector and have different dimensions.
Modifies a , y, by replacing each element y[i] with y[i] * x.
A double.
The modified ComplexVector.
Modifies a , y, by replacing each element y[i] with y[i] * x.
A number.
The modified ComplexVector.
Modifies a , y, by replacing each element y[i] with Pow(y[i],x[i]).
A .
The modified ComplexVector.
Occurs when the ComplexVector and have different dimensions.
Modifies a , y, by replacing each element y[i] with Pow(y[i],x[i]).
A ComplexVector.
The modified ComplexVector.
Occurs when the ComplexVector and have different dimensions.
Modifies a , y, by replacing each element y[i] with Pow(y[i],x).
A double.
The modified ComplexVector.
Modifies a , y, by replacing each element y[i] with Pow(y[i],x).
A number.
The modified ComplexVector.
Modifies a , y, by replacing each element y[i] with Round(y[i]).
The modified ComplexVector.
Modifies a , y, by replacing each element y[i] with Sign(y[i]).
The modified ComplexVector.
Modifies a , y, by replacing each element y[i] with Sin(y[i]).
The modified ComplexVector.
Modifies a , y, by replacing each element y[i] with Sinh(y[i]).
The modified ComplexVector.
Modifies a , y, by replacing each element y[i] with Sqrt(y[i]).
The modified ComplexVector.
Modifies a , y, by replacing each element y[i] with y[i] - x[i].
A .
The modified ComplexVector.
Occurs when the ComplexVector and have different dimensions.
Modifies a , y, by replacing each element y[i] with y[i] - x[i].
A ComplexVector.
The modified ComplexVector.
Occurs when the ComplexVector and have different dimensions.
Modifies a , y, by replacing each element y[i] with y[i] - x.
A double.
The modified ComplexVector.
Modifies a , y, by replacing each element y[i] with y[i] - x.
A number.
The modified ComplexVector.
Modifies a , y, by replacing each element y[i] with Tan(y[i]).
The modified ComplexVector.
Modifies a , y, by replacing each element y[i] with Tanh(y[i]).
The modified ComplexVector.
Returns a copy of the instance.
Modifies a , y, by replacing each element y[i] with y[0]*...*y[i].
The modified ComplexVector.
Modifies a , y, by replacing each element y[i] with y[0]+...+y[i].
The modified ComplexVector.
Modifies a by reversing the order of its elements.
The modified ComplexVector.
Modifies the by sorting the elements by value in ascending order.
The modified Vector.
Modifies a by switching its orientation. A row ComplexVector is converted to a
column ComplexVector and vice versa.
The modified ComplexVector.
An indexer that gets and sets a single element of a .
An index that specifies an element of the ComplexVector.
The specified element of the ComplexVector.
Occurs if the ComplexVector is indexed with more than two indices.
Occurs if the ComplexVector is indexed below 0 or above its length.
Occurs if a row ComplexVector is indexed with two indices and the first index is greater than 0.
Occurs if a column ComplexVector is indexed with two indices and the second index is greater than 0.
Occurs if the empty ComplexVector is indexed.
An indexer that gets or sets a set of elements in a .
A of integer indices.
A ComplexVector of elements specified by the
Occurs if the ComplexVector is indexed below 0 or above its length.
Occurs if the empty ComplexVector is indexed.
Occurs if the indices are not integers.
Compute is an all-purpose class of mathematical functions designed to act on a variety of
mathematical objects.
Returns the absolute value of .
A double.
The absolute value of x.
Returns the absolute value of a number . The absolute value of
a Complex number is its magnitude.
A Complex number.
The absolute value of x.
Returns a with the absolute value of each element of .
A Vector.
A Vector y, where y[i] = Abs(x[i]).
Returns a with the absolute value of each element of .
A ComplexVector.
A ComplexVector y, where y[i] = Abs(x[i]).
Returns a with the absolute value of each element of .
A Matrix.
A Matrix y, where y[i] = Abs(x[i]).
Returns a with the absolute value of each element of .
A ComplexMatrix.
A ComplexMatrix y, where y[i] = Abs(x[i]).
Returns the arccosine of . Arccosine is the inverse of Cos(x) on the range [0 pi].
A double.
The arccosine of x.
Returns the arccosine of a number . Arccosine is the
inverse of Cos(x) on the Complex plane.
A Complex number.
The arccosine of x.
Returns a with the arccosine of each element of .
A Vector.
A Vector y, where y[i] = Acos(x[i]).
Returns a with the arccosine of each element of .
A ComplexVector.
A ComplexVector y, where y[i] = Acos(x[i]).
Returns a with the arccosine of each element of .
A Matrix.
A Matrix y, where y[i] = Acos(x[i]).
Returns a with the arccosine of each element of .
A ComplexMatrix.
A ComplexMatrix y, where y[i] = Acos(x[i]).
The argument of a .
A double.
The argument of x.
The argument of a number . The argument of the complex number is
equivalent to the phase angle of a Complex number.
A Complex number.
The argument of x.
Returns a with the argument of each element of .
A Vector.
A Vector y, where y[i] = Arg(x[i]).
Returns a with the argument of each element of .
A ComplexVector.
A ComplexVector y, where y[i] = Arg(x[i]).
Returns a with the argument of each element of .
A Matrix.
A Matrix y, where y[i] = Arg(x[i]).
Returns a with the argument of each element of .
A ComplexMatrix.
A ComplexMatrix y, where y[i] = Arg(x[i]).
Returns the arcsine of . Arcsine is the inverse of sin(x) on the range [-pi/2 pi/2].
A double.
The arcsine of x.
Returns the arcsine of a number . Arcsine is the inverse of Sin(x) on the Complex plane.
A Complex number.
The arcsine of a x.
Returns a with the arcsine of each element of .
A Vector.
A Vector y, where y[i] = Asin(x[i]).
Returns a with the arcsine of each element of .
A ComplexVector.
A ComplexVector y, where y[i] = Asin(x[i]).
Returns a with the arcsine of each element of .
A Matrix.
A Matrix y, where y[i] = Asin(x[i]).
Returns a with the arcsine of each element of .
A ComplexMatrix.
A ComplexMatrix y, where y[i] = Asin(x[i]).
Returns the arctangent of . Arctangent is the inverse of Tan(x) on [-pi/2 pi/2].
A double.
the arctangent of x.
Returns the arctangent of a number . Arctangent is the
inverse of Tan(x) on the Complex plane.
A Complex number.
the arctangent of x.
Returns a with the arctangent of each element of .
A Vector.
A Vector y, where y[i] = Atan(x[i]).
Returns a with the arctangent of each element of .
A ComplexVector.
A ComplexVector y, where y[i] = Atan(x[i]).
Returns a with the arctangent of each element of .
A Matrix.
A Matrix y, where y[i] = Atan(x[i]).
Returns a with the arctangent of each element of .
A ComplexMatrix.
A ComplexMatrix y, where y[i] = Atan(x[i]).
Returns the four-quadrant arctangent of /. Atan2 is the Arg{x + yi}.
The first double.
The second double.
The four-quadrant arctangent of y/x.
Returns the arctangent of / on the plane.
The first Complex number.
The second Complex number.
Returns the arctangent of y/x.
Returns the smallest integer greater than or equal to .
A double.
The ceiling of x.
Returns a number composed of the smallest integers greater than or equal to the real and
imaginary parts of .
A Complex number.
The ceiling of x: Ceiling(Re{x}) + i*Ceiling(Im{x}).
Returns a with the ceiling of each element of .
A Vector.
A Vector y, where y[i] = Ceiling(x[i]).
Returns a with the ceiling of each element of .
A ComplexVector.
A ComplexVector y, where y[i] = Ceiling(x[i]).
Returns a with the ceiling of each element of .
A Matrix.
A Matrix y, where y[i] = Ceiling(x[i]).
Returns a with the ceiling of each element of .
A ComplexMatrix.
A ComplexMatrix y, where y[i] = Ceiling(x[i]).
Returns the exponential function of a purely imaginary number.
A double.
A number of the form: Exp(i*x) = Cos(x) + i*Sin(x).
Returns the Cis function for a number .
A number.
A Complex number of the form: Exp(i*x) = Cos(x) + i*Sin(x).
Returns a with the Cis of each element of .
A .
A Vector y, where y[i] = Cis(x[i]).
Returns a with the Cis of each element of .
A ComplexVector.
A ComplexVector y, where y[i] = Cis(x[i]).
Returns a with the Cis of each element of .
A .
A Matrix y, where y[i] = Cis(x[i]).
Returns a with the Cis of each element of .
A ComplexMatrix.
A ComplexMatrix y, where y[i] = Cis(x[i]).
Returns the Complex conjugate of .
A Complex number of the form: a + bi.
A Complex number of the form: a - bi.
Returns the Complex conjugate of a number .
A Complex number of the form: a + bi.
A Complex number of the form: a - bi.
Returns a with the Complex conjugate of each element of .
A Vector.
A ComplexVector y, where y[i] = Conj(x[i]).
Returns a with the Complex conjugate of each element of .
A ComplexVector.
A ComplexVector y, where y[i] = Conj(x[i]).
Returns a with the Complex conjugate of each element of .
A Matrix.
A ComplexMatrix y, where y[i] = Conj(x[i]).
Returns a with the Complex conjugate of each element of .
A ComplexMatrix.
A ComplexMatrix y, where y[i] = Conj(x[i]).
Returns the cosine of .
A double.
The cosine of x.
Returns the cosine of a number.
A Complex number.
The cosine of .
Returns a with the cosine of each element of .
A Vector.
A Vector y, where y[i] = Cos(x[i]).
Returns a with the cosine of each element of .
A ComplexVector
A ComplexVector y, where y[i] = Cos(x[i]).
Returns a with the cosine of each element of .
A Matrix.
A Matrix y, where y[i] = Cos(x[i]).
Returns a with the cosine of each element of .
A ComplexMatrix
A ComplexMatrix y, where y[i] = Cos(x[i]).
Returns the hyperbolic cosine of .
A double.
The hyperbolic cosine of x.
Returns the hyperbolic cosine of a number .
A Complex number.
The hyperbolic cosine of x.
Returns a with the hyperbolic cosine of each element of .
A Vector.
A Vector y, where y[i] = Cosh(x[i]).
Returns a with the hyperbolic cosine of each element of .
A ComplexVector.
A ComplexVector y, where y[i] = Cosh(x[i]).
Returns a with the hyperbolic cosine of each element of .
A Matrix.
A Matrix y, where y[i] = Cosh(x[i]).
Returns a with the hyperbolic cosine of each element of .
A ComplexMatrix.
A ComplexMatrix y, where y[i] = Cosh(x[i]).
Returns the number e raised to the power .
A double.
The exponential function of x.
Returns the number e raised to the power .
A number.
The exponential function of x.
Returns a with the exponential function of each element of .
A Vector.
A Vector y, where y[i] = Exp(x[i]).
Returns a with the exponential function of each element of .
A ComplexVector.
A ComplexVector y, where y[i] = Exp(x[i]).
Returns a with the exponential function of each element of .
A Matrix.
A Matrix y, where y[i] = Exp(x[i]).
Returns a with the exponential function of each element of .
A ComplexMatrix.
A ComplexMatrix y, where y[i] = Exp(x[i]).
Returns the largest integer less than or equal to .
A double.
The floor of x.
Returns a number composed of the largest integers less than or equal to the real and
imaginary parts of .
A Complex number.
The floor of x: Floor(Re{x}) + i*Floor(Im{x}).
Returns a with the Floor of each element of .
A Vector.
A Vector y, where y[i] = Floor(x[i]).
Returns a with the Floor of each element of .
A ComplexVector.
A ComplexVector y, where y[i] = Floor(x[i]).
Returns a with the Floor of each element of .
A Matrix.
A Matrix y, where y[i] = Floor(x[i]).
Returns a with the Floor of each element of .
A ComplexMatrix.
A ComplexMatrix y, where y[i] = Floor(x[i]).
Returns the imaginary part of .
A double.
The imaginary part of x.
Returns the imaginary part of .
A number.
The imaginary part of x.
Returns the imaginary part of each element of .
A .
A Vector y, where y[i] = Imaginary(x[i]).
Returns the imaginary part of each element of .
A .
A ComplexVector y, where y[i] = Imaginary(x[i]).
Returns the imaginary part of each element of .
A .
A Matrix y, where y[i] = Imaginary(x[i]).
Returns the imaginary part of each element of .
A .
A ComplexMatrix y, where y[i] = Imaginary(x[i]).
Returns True if is an even number; False otherwise.
A double.
True if x is an even number; false otherwise.
Returns True if is Inf; False otherwise.
A double.
True if x is Inf; False otherwise.
Returns True if is Inf; False otherwise.
A number.
True if x is Inf; False otherwise.
Returns True if is -Inf; False otherwise.
A double.
True if x is -Inf; False otherwise.
Returns True if is -Inf; False otherwise.
A number.
True if x is -Inf; False otherwise.
Returns True if is NaN; False otherwise.
A double.
True if x is NaN; False otherwise.
Returns True if is NaN; False otherwise.
A number.
True if x is NaN; False otherwise.
Returns True if is an odd number; False otherwise.
A double.
True if x is an odd number; false otherwise.
Returns the natural (base e) logarithm of . Log(x) is the inverse of Exp(x).
A double.
The natural logarithm of x.
Returns the base logarithm of .
A double.
The base of the logarithm.
The base B logarithm of x.
Returns the principal value of the logarithm of .
A Complex number.
The natural logarithm of x.
Returns the principal value of the base logarithm
of .
A Complex number.
The base of the logarithm.
Returns a with the natural logarithm of each element of .
A Vector.
A Vector y, where y[i] = Log(x[i]).
Returns a with the base logarithm of each element
of .
A Vector.
The base of the logarithm.
A Vector y, where y[i] = Log(x[i],B).
Returns a with the natural logarithm of each element of .
A ComplexVector.
A ComplexVector y, where y[i] = Log(x[i]).
Returns a with the base logarithm of each element
of .
A ComplexVector.
The base of the logarithm.
A ComplexVector y, where y[i] = Log(x[i],B).
Returns a with the natural logarithm of each element of .
A Matrix.
A Matrix y, where y[i] = Log(x[i]).
Returns a with the base logarithm of each element
of .
A Matrix.
The base of the logarithm.
A Matrix y, where y[i] = Log(x[i],B).
Returns a with the natural logarithm of each element of .
A ComplexMatrix.
A ComplexMatrix y, where y[i] = Log(x[i]).
Returns a with the base logarithm of each element
of .
A ComplexMatrix.
The base of the logarithm.
A ComplexMatrix y, where y[i] = Log(x[i],B).
Returns the base 2 logarithm of .
A double.
The base 2 logarithm of x.
Returns the principal value of the base 2 logarithm of .
A Complex number.
The base 2 logarithm of x.
Returns a with the base 2 logarithm of each element of .
A Vector.
A Vector y, where y[i] = Log2(x[i]).
Returns a with the base 2 logarithm of each element of .
A ComplexVector.
A ComplexVector y, where y[i] = Log2(x[i]).
Returns a with the base 2 logarithm of each element of .
A Matrix.
A Matrix y, where y[i] = Log2(x[i]).
Returns a with the base 2 logarithm of each element of .
A ComplexMatrix.
A ComplexMatrix y, where y[i] = Log2(x[i]).
Returns the base 10 logarithm of .
A double.
The base 10 logarithm of x.
Returns the principal value of the base 10 logarithm of .
A Complex number.
The base 10 logarithm of x.
Returns a with the base 10 logarithm of each element of .
A Vector.
A Vector y, where y[i] = Log10(x[i]).
Returns a with the base 10 logarithm of each element of .
A ComplexVector.
A ComplexVector y, where y[i] = Log10(x[i]).
Returns a with the base 10 logarithm of each element of .
A Matrix.
A Matrix y, where y[i] = Log10(x[i]).
Returns a with the base 10 logarithm of each element of .
A ComplexMatrix.
A ComplexMatrix y, where y[i] = Log10(x[i]).
Compares to and returns the largest one.
The first double.
The second double.
x1 if x1 is greater than x2; x2 otherwise.
Compares to and returns the largest one.
The first number.
The second Complex number.
x1 if the real part of x1 is greater than the real part of x2.
x2 if the real part of x2 is greater than the real part of x1.
x1 if x1 and x2 have the same real part, and the imaginary part of x1 is greater than the imaginary part of x2.
x2 otherwise.
Complex numbers have no intrinsic ordering. Therefore the Max function is not unique.
Returns the largest element of the .
A Vector.
The largest element of x.
Occurs when x is empty.
Returns the largest element of the .
A ComplexVector.
The largest element of x.
Occurs when x is empty.
Returns the largest element of the .
A Matrix.
The largest element of x.
Occurs when x is empty.
Returns the largest element of the .
A ComplexMatrix.
The largest element of x.
Occurs when x is empty.
Returns the largest elements of the along the
Nth dimension.
A Matrix.
The calculation dimension.
A Matrix with the largest elements of x along the Nth dimension.
Occurs when x is empty.
Occurs when is less than 1.
Returns the largest elements of the along the
Nth dimension.
A ComplexMatrix.
The calculation dimension.
A ComplexMatrix with the largest elements of x along the Nth dimension.
Occurs when x is empty.
Occurs when is less than 1.
Compares to and returns the smallest one.
The first double.
The second double.
x1 if x1 is smaller than x2; x2 otherwise.
Compares to and returns the smallest one.
The first number.
The second Complex number.
x1 if the magnitude of x1 is smaller than the magnitude of x2.
y if the magnitude of x2 is smaller than the magntiude of x1.
x1 if x1 and x2 have the same magnitude, and the phase of x1 is greater than the phase of x2.
x2 otherwise.
Complex numbers have no intrinsic ordering. Therefore the Min function is not unique.
Returns the smallest element of the .
A Vector.
The smallest element of x.
Occurs when x is empty.
Returns the smallest element of the .
A ComplexVector.
The smallest element of x.
Occurs when x is empty.
Returns the smallest element of the .
A Matrix.
The smallest element of x.
Occurs when x is empty.
Returns the smallest element of the .
A ComplexMatrix.
The smallest element of x.
Occurs when x is empty.
Returns the smallest elements of the along the
Nth dimension.
A Matrix.
The calculation dimension.
A Matrix with the smallest elements of x along the Nth dimension.
Occurs when x is empty.
Occurs when is less than 1.
Returns the smallest elements of the along the
Nth dimension.
A ComplexMatrix.
The calculation dimension.
A ComplexMatrix with the smallest elements of x along the Nth dimension.
Occurs when x is empty.
Occurs when is less than 1.
Returns raised to the power .
The first double.
The second double.
x1 raised to the power x2.
Returns the principal value of raised to the power .
A double.
A number.
x1 raised to the power x2.
Returns the principal value of raised to the power .
A number.
A double.
x1 raised to the power x2.
Returns the principal value of raised to the power .
The first number.
The second Complex number.
x1 raised to the power x2.
Returns the pointwise power operation on two instances.
The first Vector.
The second Vector.
A Vector y, where y[i] = Pow(x1[i],x2[i]).
Returns the pointwise power operation on a and a double.
A Vector.
A double.
A Vector y, where y[i] = Pow(x1[i],x2).
Returns the pointwise power operation on a double and a .
A double.
A Vector.
A Vector y, where y[i] = Pow(x1,x2[i]).
Returns the pointwise power operation on a and a number.
A Vector.
A Complex number.
A ComplexVector y, where y[i] = Pow(x1[i],x2).
Returns the pointwise power operation on a number and a .
A Complex number.
A Vector.
A ComplexVector y, where y[i] = Pow(x1,x2[i]).
Returns the pointwise power operation on two instances.
The first ComplexVector.
The second ComplexVector.
A ComplexVector y, where y[i] = Pow(x1[i],x2[i]).
Returns the pointwise power operation on a and a double.
A ComplexVector.
A double.
A ComplexVector y, where y[i] = Pow(x1[i],x2).
Returns the pointwise power operation on a double and a .
A double.
A ComplexVector.
A ComplexVector y, where y[i] = Pow(x1,x2[i]).
Returns the pointwise power operation on a and a number.
A ComplexVector.
A Complex number.
A ComplexVector y, where y[i] = Pow(x1[i],x2).
Returns the pointwise power operation on a number and a .
A Complex number.
A ComplexVector.
A ComplexVector y, where y[i] = Pow(x1,x2[i]).
Returns the pointwise power operation on a number and a .
A ComplexVector.
A Vector.
A ComplexVector y, where y[i] = Pow(x1[i],x2[i]).
Returns the pointwise power operation on a number and a .
A Vector.
A ComplexVector.
A ComplexVector y, where y[i] = Pow(x1[i],x2[i]).
Returns the pointwise power operation on two instances.
The first Matrix.
The second Matrix.
A Matrix y, where y[i] = Pow(x1[i],x2[i]).
Returns the pointwise power operation on a and a double.
A Matrix.
A double.
A Matrix y, where y[i] = Pow(x1[i],x2).
Returns the pointwise power operation on a double and a .
A double.
A Matrix.
A Matrix y, where y[i] = Pow(x1,x2[i]).
Returns the pointwise power operation on a and a number.
A Matrix.
A Complex number.
A ComplexMatrix y, where y[i] = Pow(x1[i],x2).
Returns the pointwise power operation on a number and a .
A Complex number.
A Matrix.
A ComplexMatrix y, where y[i] = Pow(x1,x2[i]).
Returns the pointwise power operation on two instances.
The first ComplexMatrix.
The second ComplexMatrix.
A ComplexMatrix y, where y[i] = Pow(x1[i],x2[i]).
Returns the pointwise power operation on a and a double.
A ComplexMatrix.
A double.
A ComplexMatrix y, where y[i] = Pow(x1[i],x2).
Returns the pointwise power operation on a double and a .
A double.
A ComplexMatrix.
A ComplexMatrix y, where y[i] = Pow(x1,x2[i]).
Returns the pointwise power operation on a and a number.
A ComplexMatrix.
A Complex number.
A ComplexMatrix y, where y[i] = Pow(x1[i],x2).
Returns the pointwise power operation on a number and a .
A Complex number.
A ComplexMatrix.
A ComplexMatrix y, where y[i] = Pow(x1,x2[i]).
Returns the pointwise power operation on a number and a .
A ComplexMatrix.
A Matrix.
A ComplexMatrix y, where y[i] = Pow(x1[i],x2[i]).
Returns the pointwise power operation on a number and a .
A Matrix.
A ComplexMatrix.
A ComplexMatrix y, where y[i] = Pow(x1[i],x2[i]).
Returns a double drawn from the uniform distribution between 0 and 1.
A random double.
Returns a double drawn from the uniform distribution between the specified and
the specified .
A lower bound on the return value.
An upper bound on the return value.
A random double.
Occurs when lowerBound is greater than upperBound.
Returns a number drawn from the uniform distribution on the circle given by the
specified and .
The origin of a circle on the Complex plane.
The radius of the circle.
A random Complex number.
Occurs if the radius is less than zero.
Returns a with numbers drawn from the uniform distrubition
between 0 and 1.
The length of the Vector.
A Vector with N random numbers.
Occurs when N is less than zero.
Returns a with numbers drawn from the uniform distrubition
between the and the .
The length of the Vector.
A lower bound on the elements of the return value.
An upper bound on the elements of the return value.
A Vector with N random numbers.
Occurs when N is less than zero.
Occurs when lowerBound is greater than upperBound.
Returns a with numbers drawn from
the uniform distrubition on the circle specified by and
on the Complex plane.
The length of the Vector.
The origin of the specified circle.
The radius of the specified circle.
A ComplexVector with N random numbers.
Occurs when N is less than zero.
Occurs if the radius is less than zero.
Returns a of values drawn from the uniform distribution between 0 and 1.
A size .
A Matrix of random values.
Occurs for invalid size Vectors.
Returns a of values drawn from the uniform distribution between
and .
A size .
A lower bound on the elements of the random Matrix.
An upper bound on the elements of the random Matrix.
A Matrix of random values.
Occurs for invalid size Vectors.
Returns a with numbers drawn from the uniform distrubition
on the circle specified by and on the Complex plane.
A size .
The origin of the specified circle.
The radius of the specified circle.
A Matrix of random values.
Occurs for invalid size Vectors.
Returns the real part of .
A double.
The real part of x.
Returns the real part of .
A number.
The real part of x.
Returns the real part of each element of .
A .
A Vector y, where y[i] = Real(x[i]).
Returns the real part of each element of .
A .
A ComplexVector y, where y[i] = Real(x[i]).
Returns the real part of each element of .
A .
A Matrix y, where y[i] = Real(x[i]).
Returns the real part of each element of .
A .
A ComplexMatrix y, where y[i] = Real(x[i]).
Returns rounded to the nearest integer.
A double.
Floor(x) if the decimal portion of x is less than 1/2; Ceiling(x) otherwise.
Returns a number composed of the rounded values of the real and imaginary
parts of .
A Complex number.
A Complex number of the form: Round(Re{x}) + i*Round(Im{x}).
Returns a with each element of rounded to the nearest integer.
A Vector.
A Vector y, where y[i] = Round(x[i]).
Returns a composed of the rounded values of the real and imaginary
parts of each element of .
A ComplexVector.
A ComplexVector y, where y[i] = Round(x[i]).
Returns a with each element of rounded to the nearest integer.
A Matrix.
A Matrix y, where y[i] = Round(x[i]).
Returns a composed of the rounded values of the real and imaginary
parts of each element of .
A ComplexMatrix.
A ComplexMatrix y, where y[i] = Round(x[i]).
Returns the sign of .
A double.
1 if x is greater than 0.
0 if x equals 0.
-1 if x is less than 0.
Returns the point on the unit circle nearest to x.
A Complex number.
0 if x is equal to 0.
Exp(i*Arg{x}) otherwise.
Returns a with the sign of each element of .
A Vector.
A Vector y, where y[i] = Sign(x[i]).
Returns a with the sign of each element of .
A ComplexVector.
A ComplexVector y, where y[i] = Sign(x[i]).
Returns a with the sign of each element of .
A Matrix.
A Matrix y, where y[i] = Sign(x[i]).
Returns a with the sign of each element of .
A ComplexMatrix.
A ComplexMatrix y, where y[i] = Sign(x[i]).
Returns the sine of .
A double.
The sine of x.
Returns the sine of a number .
A Complex number.
The sine of x.
Returns a with the sine of each element of .
A Vector.
A Vector y, where y[i] = Sin(x[i]).
Returns a with the sine of each element of .
A ComplexVector.
A ComplexVector y, where y[i] = Sin(x[i]).
Returns a with the sine of each element of .
A Matrix.
A Matrix y, where y[i] = Sin(x[i]).
Returns a with the sine of each element of .
A ComplexMatrix.
A ComplexMatrix y, where y[i] = Sin(x[i]).
Returns the hyperbolic sine of .
A double.
The hyperbolic sine of x.
Returns the hyperbolic sine of a number .
A Complex number.
The hyperbolic sine of x.
Returns a with the hyperbolic sine of each element of .
A Vector.
A Vector y, where y[i] = Sinh(x[i]).
Returns a with the hyperbolic sine of each element of .
A ComplexVector.
A ComplexVector y, where y[i] = Sinh(x[i]).
Returns a with the hyperbolic sine of each element of .
A Matrix.
A Matrix y, where y[i] = Sinh(x[i]).
Returns a with the hyperbolic sine of each element of .
A ComplexMatrix.
A ComplexMatrix y, where y[i] = Sinh(x[i]).
Returns the size of .
A double.
A containing the dimensions of x.
Returns the size of .
A number.
A containing the dimensions of x.
Returns the size of .
A .
A Vector containing the dimensions of x.
Returns the size of .
A .
A containing the dimensions of x.
Returns the size of .
A .
A containing the dimensions of x.
Returns the size of .
A .
A Vector containing the dimensions of x.
Returns the size of .
A .
A containing the dimensions of x.
Returns the size of .
A .
A containing the dimensions of x.
Returns the square-root of .
A double.
The square-root of x.
Returns the square-root of a number .
A Complex number.
The square-root of x.
Returns a with the square-root of each element of .
A Vector.
A Vector y, where y[i] = Sqrt(x[i]).
Returns a with the square-root of each element of .
A ComplexVector.
A ComplexVector y, where y[i] = Sqrt(x[i]).
Returns a with the square-root of each element of .
A Matrix.
A Matrix y, where y[i] = Sqrt(x[i]).
Returns a with the square-root of each element of .
A ComplexMatrix.
A ComplexMatrix y, where y[i] = Sqrt(x[i]).
Returns the tangent of .
A double.
The tangent of x.
Returns the tangent of a number .
A Complex number.
The tangent of x.
Returns a with the tangent of each element of .
A Vector.
A Vector y, where y[i] = Tan(x[i]).
Returns a with the tangent of each element of .
A ComplexVector.
A ComplexVector y, where y[i] = Tan(x[i]).
Returns a with the tangent of each element of .
A Matrix.
A Matrix y, where y[i] = Tan(x[i]).
Returns a with the tangent of each element of .
A ComplexMatrix.
A ComplexMatrix y, where y[i] = Tan(x[i]).
Returns the hyperbolic tangent of .
A double.
The hyperbolic tangent of x.
Returns the hyperbolic tangent of a number .
A Complex number.
The hyperbolic tangent of x.
Returns a with the hyperbolic tangent of each element of .
A Vector.
A Vector y, where y[i] = Tanh(x[i]).
Returns a with the hyperbolic tangent of each element of .
A ComplexVector.
A ComplexVector y, where y[i] = Tanh(x[i]).
Returns a with the hyperbolic tangent of each element of .
A Matrix.
A Matrix y, where y[i] = Tanh(x[i]).
Returns a with the hyperbolic tangent of each element of .
A ComplexMatrix.
A ComplexMatrix y, where y[i] = Tanh(x[i]).
Returns a containing the prime factors of .
A double.
The prime factors of n.
If n is not an integer, NaN is returned as a unitary Vector. If n is negative, the first element of the result
is -1.
For integer-valued n:
n == Product(Factors(n));
Returns factorial.
A double.
n factorial.
If n is not a natural number, NaN is returned.
Returns a y, where y[i] = Factorial(x[i]).
A Vector.
A Vector y, where y[i] = Factorial(x[i]).
Returns a y, where y[i] = Factorial(x[i]).
A Matrix.
A Matrix y, where y[i] = Factorial(x[i]).
Returns the greatest common divisor of and using Euclid's algorithm.
The first double.
The second double.
The greatest common divisor of m and n.
Returns True if is integer valued; False otherwise.
A double.
True if x is integer valued; False otherwise.
Returns a y, where y[i] = True if x[i] is integer valued; False otherwise.
A .
a BooleanVector y, where y[i] = True if x[i] is integer valued; False otherwise.
Returns a y, where y[i] = True if x[i] is integer valued; False otherwise.
A .
a BooleanMatrix y, where y[i] = True if x[i] is integer valued; False otherwise.
Returns True if is a natrual number; False otherwise.
A double.
True if x is a natural number; False otherwise.
Returns a y, where y[i] = True if x[i] is a natural number; False otherwise.
A .
a BooleanVector y, where y[i] = True if x[i] is a natural number; False otherwise.
Returns a y, where y[i] = True if x[i] is a natural number; False otherwise.
A .
a BooleanMatrix y, where y[i] = True iff x[i] is a natural number; False otherwise.
Returns True if is a prime number; False otherwise.
A double.
True if x is a prime number; False otherwise.
Returns a y, where y[i] = True iff x[i] is a prime number.
A .
a BooleanVector y, where y[i] = True if x[i] is a prime number; False otherwise.
Returns a y, where y[i] = True iff x[i] is integer valued.
A .
a BooleanMatrix y, where y[i] = True if x[i] is integer valued
Returns the least common multiple of and .
The first double.
The second double.
The least common multiple of m and n.
Returns choose .
The first double.
The second double.
n choose k.
If either n or k is not a natural number, or if k is greater than n, NaN is returned.
Returns a containing the primes before .
A double.
The primes before n.
Appends a series of instances together.
An array of Vectors with the same orientation.
A Vector which consists of the elements of each Vector in stacked in sequence.
Occurs when the orientations of the Vectors in x do not align.
Appends a series of instances together.
An array of ComplexVectors with the same orientation.
A ComplexVector which consists of the elements of each ComplexVector in stacked in sequence.
Occurs when the orientations of the ComplexVectors in x do not align.
Appends a series of instances together.
An array of BooleanVectors with the same orientation.
A BooleanVector which consists of the elements of each BooleanVector in stacked in sequence.
Occurs when the orientations of the BooleanVectors in x do not align.
Appends a series of instances together.
An array of Matrices all dimensions except the last one identical.
A Matrix.
Occurs when the Matrices do not align.
Appends a series of instances together.
An array of ComplexMatrices all dimensions except the last one identical.
A ComplexMatrix.
Occurs when the ComplexMatrices do not align.
Appends a series of instances together.
An array of BooleanMatrices all dimensions except the last one identical.
A BooleanMatrix.
Occurs when the BooleanMatrix do not align.
Returns a new y, where y[i] = n if x[i] is in the nth bin.
A Vector.
The number of evenly-spaced bins.
A Vector of bin numbers.
Occurs when N is less than one.
Returns a new y, where y[i] = n if x[i] is in the nth bin.
A Vector.
edges[n] and edges[n+1] are the edges of the nth bin.
A Vector of bin numbers.
If x[i] is not in any bin, y[i] = Constant.NaN.
Occurs when there are less than two bin .
Occurs when the bin edges are not in increasing order.
Returns a new y, where y[i1,..,iN] = n if x[i1,...,iN] is in the nth bin.
A Matrix.
The number of evenly-spaced bins.
A Vector of bin numbers.
Occurs when N is less than one.
Returns a new y, where y[i] = n if x[i] is in the nth bin.
A Matrix.
edges[n] and edges[n+1] are the edges of the nth bin.
A Vector of bin numbers.
If x[i] is not in any bin, y[i] = Constant.NaN.
Occurs when there are less than two bin .
Occurs when the bin edges are not in increasing order.
Returns the (i,j) cofactor of . If i+j is even, the (i,j) cofactor is equal to the
determinant of the (i,j) minor of x. If i+j is odd, the (i,j) cofactor is the negative
determinant of the (i,j) minor Matrix of x.
A square Matrix.
A row index.
A column index.
The (i,j) cofactor of x.
Occurs if x is not square.
Occurs if or are out of bounds.
Occurs if x is empty.
Returns the (i,j) cofactor of . If i+j is even, the (i,j) cofactor is equal to the
determinant of the (i,j) minor of x. If i+j is odd, the (i,j) cofactor is the
negative determinant of the (i,j) minor ComplexMatrix of x.
A square ComplexMatrix.
A row index.
A column index.
The (i,j) cofactor of x.
Occurs if x is not square.
Occurs if or are out of bounds.
Occurs if x is empty.
Returns the center convolution of two instances.
The first Vector.
The second Vector.
A Vector y, where y[i] = DotProduct(x1[j],x2[i-j]).
Returns the center convolution of a and a .
A Vector.
A ComplexVector.
A new ComplexVector y, where y[i] = DotProduct(x1[j],x2[i-j]).
Returns the center convolution of a and a .
A Vector.
A ComplexVector.
A ComplexVector y, where y[i] = DotProduct(x1[j],x2[i-j]).
Returns the center convolution of two instances.
The first ComplexVector.
The second ComplexVector.
A ComplexVector y, where y[i] = DotProduct(x1[j],x2[i-j]).
Returns the convolution of two instances.
The first Vector.
The second Vector.
Specified whether to return the full convolution or to return the center points and exclude some of
the edge effects.
A Vector y, where y[i] = DotProduct(x1[j],x2[i-j]).
Returns the convolution of a and a .
A Vector.
A ComplexVector.
Specified whether to return the full convolution or to return the center points and exclude some of
the edge effects.
A ComplexVector y, where y[i] = DotProduct(x1[j],x2[i-j]).
Returns the convolution of a and a .
A ComplexVector.
A Vector.
Specified whether to return the full convolution or to return the center points and exclude some of
the edge effects.
A ComplexVector y, where y[i] = DotProduct(x1[j],x2[i-j]).
Returns the convolution of two instances.
The first ComplexVector.
The second ComplexVector.
Specified whether to return the full convolution or to return the center points and exclude some of
the edge effects.
A ComplexVector y, where y[i] = DotProduct(x1[j],x2[i-j]).
Returns the cumulative product of the elements of .
A .
A Vector y, where y[i] = x[0]*...*x[i].
Returns the cumulative product of the elements of .
A .
A ComplexVector y, where y[i] = x[0]*...*x[i].
Returns the cumulative product of the elements of along the Nth dimension.
A .
The calculation dimension.
A Matrix y, where y[i1,...,iN,...,iM] = x[i1,...,0,...,iM]*...*x[i1,...,iN,...,iM].
Returns the cumulative product of the elements of .
A .
The calculation dimension.
A ComplexMatrix y, where y[i1,...,iN,...,iM] = x[i1,...,0,...,iM]*...*x[i1,...,iN,...,iM].
Returns the cumulative sum of the elements of .
A .
A Vector y, where y[i] = x[0]+...+x[i].
Returns the cumulative sum of the elements of .
A .
A Vector y, where y[i] = x[0]+...+x[i].
Returns the cumulative sum of the elements of along the Nth dimension.
A .
The calculation dimension.
A Matrix y, where y[i1,...,iN,...,iM] = x[i1,...,0,...,iM]+...+x[i1,...,iN,...,iM].
Returns the cumulative sum of the elements of .
A .
The calculation dimension.
A ComplexMatrix y, where y[i1,...,iN,...,iM] = x[i1,...,0,...,iM]+...+x[i1,...,iN,...,iM].
Returns the diagonal of an N-dimensional .
A Matrix.
A [1 N] Matrix containing the diagonal of x.
Returns the diagonal of an N-dimensional .
A ComplexMatrix.
A [1 N] ComplexMatrix containing the diagonal of x.
Returns the diagonal of an N-dimensional .
A BooleanMatrix.
A [1 N] BooleanMatrix containing the diagonal of x.
Returns a with the difference of successive values of .
A Vector.
A Vector y, where y[i] = x[i+1] - x[i].
Occurs when the length of x is less than 2.
Returns a with the difference of successive values of .
A ComplexVector.
A ComplexVector y, where y[i] = x[i+1] - x[i].
Occurs when the length of x is less than 2.
Returns the difference of successive values of the
along the Nth dimension.
A Matrix.
The calculation dimension.
A Matrix with the difference of successive values of x along the Nth dimension.
Occurs when is less than 1.
Occurs when the Nth dimension has less than two elements.
Returns the difference of successive values of the
along the Nth dimension.
A ComplexMatrix.
The calculation dimension.
A ComplexMatrix with the difference of successive values of x along the Nth dimension.
Occurs when is less than 1.
Occurs when the Nth dimension has less than two elements.
Returns the partial derivative of the f along the Nth dimension.
A Matrix representing a multi-dimensional function.
The calculation dimension.
The partial derivative of f with respect to the Nth dimension.
The spacing between the values of f is assumed to be 1.
Occurs when is less than 1.
Returns the partial derivative of the f along the Nth dimension.
A ComplexMatrix representing a multi-dimensional function.
The calculation dimension.
The partial derivative of f with respect to the Nth dimension.
The spacing between the values of f is assumed to be 1.
Occurs when is less than 1.
Returns the determinant of a square .
A square Matrix.
The determinant of x.
Occurs if x is not a square Matrix.
Returns the determinant of a square .
A square ComplexMatrix.
The determinant of x.
Occurs if x is not a square ComplexMatrix.
Find takes a and returns the indices where x is True.
A BooleanVector.
A Vector y, where y[j] = i when x[i] is the jth occurrence of True in x.
Find is meant to be used with the Compare operators on Vector and ComplexVector, which return
BooleanVector instances. The following notation is convenient:
int length = 1000;
Vector x1 = Compute.Line(0,2,length);
Vector x2 = new Vector(length);
x2[Compute.Find(x1 > 1)] = 1;
Find takes a and returns the indices where x is True.
A BooleanMatrix.
A Vector y, where y[j] = i when x[i] is the jth occurrence of True in x.
Find is meant to be used with the Compare operators on Matrix and ComplexMatrix, which return
BooleanMatrix instances. The following notation is convenient:
int length = 1000;
Matrix x1 = (Matrix)Compute.Line(0,2,length);
Vector x2 = new Vector(length);
x2[Compute.Find(x1 > 1)] = 1;
Returns an N-dimensional identity .
The dimensions of the identity Matrix.
An N-dimensional identity Matrix.
If only one dimension is passed in, a two-dimensional square identity Matrix is returned.
Occurs when N[i] is less than 1.
Returns a of successive indices from 0 to .
The last element of the Vector.
A Vector of successive indices.
Occurs when end is less than 0.
Returns a of successive indices from to .
The first index of the Vector.
The last index of the Vector.
A Vector of successive indices.
Occurs when either start or end is less than 0.
Returns a of evenly spaced indices from
to .
The first element of the Vector.
The spacing between the elements.
An upperbound on the last element of the Vector.
A Vector of evenly spaced indices.
Occurs when either start or end is less than 0.
Occurs when is equal to 0 and start does not equal end.
Occurs when space is positive but start is greater than end.
Occurs when space is negative but start is less than end.
Returns the subscript that corresponds with the one-dimensional .
The one-dimensional Matrix index.
The dimensions of a Matrix.
The multi-dimensional subscript that corresponds to the one-dimensional index.
Occurs when size is empty.
Occurs when the index it out of the bounds specified by the size .
Occurs when a dimensions is less than 1.
Occurs when the size Vector has non-integer elements.
Returns a with evenly spaced elements.
The first element of the Vector.
The last element of the Vector.
The length of the Vector.
A Vector with evenly spaced elements.
Occurs when is less than 1.
Occurs when equals but length does not equal 1.
Occurs when does not equal but length equals 1.
Returns a with evenly spaced elements.
The first element of the ComplexVector.
The last element of the ComplexVector.
The length of the ComplexVector.
A ComplexVector with evenly spaced elements.
Occurs when is less than 1.
Occurs when equals but length does not equal 1.
Returns the product of two instances.
The first two-dimensional Matrix.
The second two-dimensional Matrix.
The product of two Matrices.
Occurs when either or is not two-dimensional.
Occurs when the second dimension of x1 is not the same size as the first dimension of x2.
Returns the product of a and a .
The Vector.
The two-dimensional Matrix.
The product of the Vector and Matrix.
Occurs when is not two-dimensional.
Occurs when the second dimension of x1 is not the same size as the first dimension of x2.
Returns the product of a and a .
The two-dimensional Matrix.
The Vector.
The product of the Matrix and Vector.
Occurs when is not two-dimensional.
Occurs when the second dimension of x1 is not the same size as the first dimension of x2.
Returns the product of two instances.
The first Vector.
The second Vector.
The product of two Vectors.
Occurs when the second dimension of x1 is not the same size as the first dimension of x2.
Returns the product of two instances.
The first two-dimensional ComplexMatrix.
The second two-dimensional ComplexMatrix.
The product of two ComplexMatrices.
Occurs when either or is not two-dimensional.
Occurs when the second dimension of x1 is not the same size as the first dimension of x2.
Returns the product of a and a .
The ComplexVector.
The two-dimensional ComplexMatrix.
The product of the ComplexVector and ComplexMatrix.
Occurs when is not two-dimensional.
Occurs when the second dimension of x1 is not the same size as the first dimension of x2.
Returns the product of a and a .
The two-dimensional ComplexMatrix.
The ComplexVector.
The product of the ComplexMatrix and ComplexVector.
Occurs when is not two-dimensional.
Occurs when the second dimension of x1 is not the same size as the first dimension of x2.
Returns the product of two instances.
The first ComplexVector.
The second ComplexVector.
The product of two ComplexVectors.
Occurs when the second dimension of x1 is not the same size as the first dimension of x2.
Returns the (i,j) minor of . The (i,j) minor Matrix of x is the
result of removing the ith row and jth column of x.
A two-dimensional Matrix.
A row index.
A column index.
The (i,j) minor Matrix
Occurs if x is not two-dimensional.
Occurs if or are out of bounds.
Occurs if x is empty.
Returns the (i,j) minor of . The (i,j) minor ComplexMatrix
of x is the result of removing the ith row and jth column of x.
A two-dimensional ComplexMatrix.
A row index.
A column index.
The (i,j) minor ComplexMatrix
Occurs if x is not two-dimensional.
Occurs if or are out of bounds.
Occurs if x is empty.
Returns the (i,j) minor of . The (i,j) minor BooleanMatrix
of x is the result of removing the ith row and jth column of x.
A two-dimensional BooleanMatrix.
A row index.
A column index.
The (i,j) minor BooleanMatrix
Occurs if x is not two-dimensional.
Occurs if or are out of bounds.
Occurs if x is empty.
Returns the product of the elements of a .
A Vector.
A double y, where y = x[0]*...*x[N].
Returns the product of the elements of a .
A ComplexVector.
A number y, where y = x[0]*...*x[N].
Returns the product of the elements of the along the
Nth dimension.
A Matrix.
The calculation dimension.
A Matrix with the product of the elements of x along the Nth dimension.
Occurs when is less than 1.
Returns the product of the elements of the along the
Nth dimension.
A ComplexMatrix.
The calculation dimension.
A ComplexMatrix with the product of the elements of x along the Nth dimension.
Occurs when is less than 1.
Appends a to itself times.
A Vector.
The number of repeats.
A Vector composed of appended to itself N times.
Occurs when N is less than 0.
Appends a to itself times.
A ComplexVector.
The number of repeats.
A ComplexVector composed of appended to itself N times.
Occurs when N is less than 0.
Appends a to itself times.
A BooleanVector.
The number of repeats.
A BooleanVector composed of appended to itself N times.
Occurs when N is less than 0.
Appends a to itself times along a new dimension.
A Matrix.
The number of repeats.
A Matrix composed of appended to itself N times.
Occurs when N is less than 0.
Appends a to itself times along a new dimension.
A ComplexMatrix.
The number of repeats.
A ComplexMatrix composed of appended to itself N times.
Occurs when N is less than 0.
Appends a to itself times along a new dimension.
A BooleanMatrix.
The number of repeats.
A BooleanMatrix composed of appended to itself N times.
Occurs when N is less than 0.
Returns a with the elements of in reverse order.
A Vector.
A Vector y, where y[i] = x[N-i-1].
Returns a with the elements of in reverse order.
A Vector.
A Vector y, where y[i] = x[N-i-1].
Returns a with the elements of in reverse order.
A BooleanVector.
A BooleanVector y, where y[i] = x[N-i-1].
Returns a with the elements of in reverse order along the
Nth dimension.
A Matrix.
The calculation dimension.
A Matrix y, where y[0,...iN,...,M] = x[0,...,length-iN-1,...,M].
Occurs when is less than 1.
Returns a with the elements of in reverse order along the
Nth dimension.
A ComplexMatrix.
The calculation dimension.
A ComplexMatrix y, where y[0,...iN,...,M] = x[0,...,length-iN-1,...,M].
Occurs when is less than 1.
Returns a with the elements of in reverse order along the
Nth dimension.
A BooleanMatrix.
The calculation dimension.
A BooleanMatrix y, where y[0,...iN,...,M] = x[0,...,length-iN-1,...,M].
Occurs when is less than 1.
Returns a equal to with the dimensions switched.
A Vector.
A Vector equal to x with the dimensions switched.
Returns a equal to with the dimensions switched.
A ComplexVector.
A ComplexVector equal to x with the dimensions switched.
Returns a equal to with the dimensions N1 and N2 switched.
A Matrix.
The first dimension.
The second dimension.
A Matrix equal to x with the dimensions N1 and N2 switched.
Returns a equal to with the dimensions N1 and N2 switched.
A ComplexMatrix.
The first dimension.
The second dimension.
A ComplexMatrix equal to x with the dimensions N1 and N2 switched.
Returns a equal to with the dimensions N1 and N2 switched.
A BooleanMatrix.
The first dimension.
The second dimension.
A BooleanMatrix equal to x with the dimensions N1 and N2 switched.
Returns a with the elements contained in that
are not contained in . The result is sorted and unique.
The first Vector.
The second Vector.
The elements in x1 that are not in x2.
Occurs when x1 and x2 do not have the same orientation.
Returns a with the elements contained in that
are not contained in . The result is sorted and unique.
A Vector.
A ComplexVector.
The elements in x1 that are not in x2.
Occurs when x1 and x2 do not have the same orientation.
Returns a with the elements contained in that
are not contained in . The result is sorted and unique.
A ComplexVector.
A Vector.
The elements in x1 that are not in x2.
Occurs when x1 and x2 do not have the same orientation.
Returns a with the elements contained in that
are not contained in . The result is sorted and unique.
The first ComplexVector.
The second ComplexVector.
The elements in x1 that are not in x2.
Occurs when x1 and x2 do not have the same orientation.
Returns a with the elements common to both and
. The result is sorted and unique.
The first Vector.
The second Vector.
The elements common to x1 and x2.
Occurs when x1 and x2 do not have the same orientation.
Returns a with the elements common to both and
. The result is sorted and unique.
A Vector.
A ComplexVector.
The elements common to x1 and x2.
Occurs when x1 and x2 do not have the same orientation.
Returns a with the elements common to both and
. The result is sorted and unique.
A ComplexVector.
A Vector.
The elements common to x1 and x2.
Occurs when x1 and x2 do not have the same orientation.
Returns a with the elements common to both and
. The result is sorted and unique.
The first ComplexVector.
The second ComplexVector.
The elements common to x1 and x2.
Occurs when x1 and x2 do not have the same orientation.
Returns a with all elements contained in either or
. The result is sorted and unique.
The first Vector.
The second Vector.
The elements in either x1 or x2.
Occurs when x1 and x2 do not have the same orientation.
Returns a with all elements contained in either or
. The result is sorted and unique.
A Vector.
A ComplexVector.
The elements in either x1 or x2.
Occurs when x1 and x2 do not have the same orientation.
Returns a with all elements contained in either or
. The result is sorted and unique.
A ComplexVector.
A Vector.
The elements in either x1 or x2.
Occurs when x1 and x2 do not have the same orientation.
Returns a with all elements contained in either or
. The result is sorted and unique.
The first ComplexVector.
The second ComplexVector.
The elements in either x1 or x2.
Occurs when x1 and x2 do not have the same orientation.
Returns a with the elements of sorted by value in ascending order.
A Vector.
A Vector with the sorted values of x.
Returns a with the elements of sorted by value
in ascending order.
A ComplexVector.
A ComplexVector with the sorted values of x.
Returns a with the elements of sorted by value
in ascending order.
A BooleanVector.
A BooleanVector with the sorted values of x.
Returns a with the elements of in sorted in increasing order along the
Nth dimension.
A Matrix.
The calculation dimension.
A Matrix y, where y equals x sorted along the Nth dimension.
Occurs when is less than 1.
Returns a with the elements of in sorted in increasing
order along the Nth dimension.
A ComplexMatrix.
The calculation dimension.
A ComplexMatrix y, where y equals x sorted along the Nth dimension.
Occurs when is less than 1.
Returns a with the elements of in sorted in increasing
order along the Nth dimension.
A BooleanMatrix.
The calculation dimension.
A BooleanMatrix y, where y equals x sorted along the Nth dimension.
Occurs when is less than 1.
Returns a equivalent to with unitary dimensions removed.
A Matrix.
A Matrix equivalent to x with unitary dimensions removed.
Returns a equivalent to with unitary dimensions removed.
A ComplexMatrix.
A ComplexMatrix equivalent to x with unitary dimensions removed.
Returns a equivalent to with unitary dimensions removed.
A BooleanMatrix.
A BooleanMatrix equivalent to x with unitary dimensions removed.
Returns the one-dimensional index that corresponds with the .
The Matrix subscript.
The dimensions of a Matrix.
The one-dimensional index represented by the subscript.
Occurs when size is empty.
Occurs when the number of elements does not match the specified .
Occurs when a subscript is out of the range specified by the dimensions.
Occurs when a dimensions is less than 1.
Occurs when the size Vector has non-integer elements.
Returns the sum of the elements of a .
A Vector.
A double y, where y = x[0]+...+x[N].
Returns the sum of the elements of a .
A Vector.
A number y, where y = x[0]+...+x[N].
Returns the sum of the elements of the .
A Matrix.
The sum of the elements of x.
Returns the sum of the elements of the .
A ComplexMatrix.
The sum of the elements of x.
Returns the sum of the elements of the along the
Nth dimension.
A Matrix.
The calculation dimension.
A Matrix with the sum of the elements of x along the Nth dimension.
Occurs when is less than 1.
Returns the sum of the elements of the along the
Nth dimension.
A ComplexMatrix.
The calculation dimension.
A ComplexMatrix with the sum of the elements of x along the Nth dimension.
Occurs when is less than 1.
Returns the trace of the . The trace is the sum of the elements of x
along the main diagonal.
A Matrix.
The trace of x.
Returns the trace of the . The trace is the sum of the
elements of x along the main diagonal.
A ComplexMatrix.
The trace of x.
Returns a identical to but with the opposite orientation.
A Vector.
Returns the equivalent row Vector if x is a column Vector.
Returns the equivalent column Vector if x is a row Vector.
Returns a identical to but with the opposite orientation.
A ComplexVector.
Returns the equivalent row ComplexVector if x is a column ComplexVector.
Returns the equivalent column ComplexVector if x is a row ComplexVector.
Returns a identical to but with the opposite orientation.
A BooleanVector.
Returns the equivalent row BooleanVector if x is a column BooleanVector.
Returns the equivalent column BooleanVector if x is a row BooleanVector.
Returns a equal to with the first and second dimensions switched.
A Matrix.
A Matrix equal to x with the first and second dimensions switched.
Returns a equal to with the first and second dimensions switched.
A ComplexMatrix.
A ComplexMatrix equal to x with the first and second dimensions switched.
Returns a equal to with the first and second dimensions switched.
A BooleanMatrix.
A BooleanMatrix equal to x with the first and second dimensions switched.
Returns a new with the unique elements of , sorted in ascending order.
A Vector.
A Vector with the unique elements of x.
Returns a new with the unique elements of , sorted
in ascending order.
A ComplexVector.
A ComplexVector with the unique elements of x.
Returns a new with the unique elements of , sorted
in ascending order.
A BooleanVector.
A BooleanVector with the unique elements of x.
Returns the vector product, also known as the dot product or inner product, of two instances.
The first Vector.
The second Vector.
The sum of the products of corresponding entries in and .
Occurs when the length of x1 does not equal the length of x2.
Returns the vector product, also known as the dot product or inner product, of two instances.
The first ComplexVector.
The second ComplexVector.
The sum of the products of corresponding entries in and .
Occurs when the length of x1 does not equal the length of x2.
Returns a row with zeros.
The length of the Vector.
A row zero Vector.
Occurs when N is less than zero.
Returns a zero the specified .
The size of the constructed Matrix.
A zero Matrix.
Occurs when size has elements that are less than or equal to zero.
Returns the Pearson's correlation coefficient for two instances.
The first Vector of observations.
The second Vector of observations.
The correlation of and .
Returns the N x N correlation of an N x M Matrix .
A two-dimensional Matrix.
The correlation Matrix of x.
Occurs when x is not two-dimensional.
Returns the sample covariance of two instances.
The first Vector of observations.
The second Vector of observations.
The covariance of and .
Returns the covariance of two instances.
The first Vector of observations.
The second Vector of observations.
The type of statistic desired.
The covariance of and .
Returns the N x N covariance of an N x M Matrix .
A two-dimensional Matrix.
The covariance Matrix of x.
Returns the N x N covariance of an N x M Matrix .
A two-dimensional Matrix.
The type of statistic.
The covariance Matrix of x.
Occurs when x is not two-dimensional.
Returns a histogram of the data in the using
evenly-spaced bins.
A Vector of data.
The number of evenly-spaced bins.
A Vector containing the histogram of x.
Occurs when N is less than one.
Occurs if x is empty.
Returns a histogram of the data in the using
evenly-spaced bins.
A Vector of data.
The number of evenly-spaced bins.
The bin centers that correspond to the values of the histogram.
A Vector containing the histogram of x.
Occurs when N is less than one.
Occurs if x is empty.
Returns a histogram of the data in the by binning the data using
a sequence of bin .
A Vector of data.
edges[n] and edges[n+1] are the edges of the nth bin.
A Vector containing the histogram of x.
Occurs when there are less than two edges.
Occurs if x is empty.
Returns a histogram of the data in the by binning the data using
a sequence of bin .
A Vector of data.
edges[n] and edges[n+1] are the edges of the nth bin.
The bin centers that correspond to the values of the histogram.
A Vector containing the histogram of x.
Occurs when there are less than two edges.
Occurs if x is empty.
Returns the mean value of a of observations.
A Vector of observations.
The mean of .
Returns the mean value of a of observations.
A ComplexVector of observations.
The mean of .
Returns the mean value of a of observations.
A Matrix of observations.
The mean of .
Returns the mean value of a of observations.
A ComplexMatrix of observations.
The mean of .
Returns the mean value of a of observations along the Nth dimension.
A Matrix of observations.
The calculation dimension.
The mean of along the Nth dimension.
Returns the mean value of a of observations along the Nth dimension.
A ComplexMatrix of observations.
The calculation dimension.
The mean of along the Nth dimension.
Returns the median value of a of observations.
A Vector of observations.
The median of .
Returns the median value of a of observations.
A ComplexVector of observations.
The median of .
Returns the median value of the .
A Matrix.
The median value of x.
Returns the median value of the .
A ComplexMatrix.
The median value of x.
Returns a with the median of along the Nth dimension.
A Matrix.
The calculation dimension.
A Matrix y, where y equals the median of x along the Nth dimension.
Occurs when is less than 1.
Returns a with the median of along the Nth dimension.
A ComplexMatrix.
The calculation dimension.
A ComplexMatrix y, where y equals the median of x along the Nth dimension.
Occurs when is less than 1.
Returns the mode of the elements of a .
A Vector.
The element that occurs most frequently in x.
In the event of a tie, the greatest mode is returned.
Returns the mode of the elements of a .
A ComplexVector.
The element that occurs most frequently in x.
In the event of a tie, the greatest mode is returned.
Returns the mode of the .
A Matrix.
The mode of x.
In the event of a tie, the greatest mode is returned.
Returns the mode of the .
A ComplexMatrix.
The mode of x.
In the event of a tie, the greatest mode is returned.
Returns a with the mode of along the Nth dimension.
A Matrix.
The calculation dimension.
A Matrix y, where y equals the mode of x along the Nth dimension.
In the event of a tie, the greatest mode is used.
Occurs when is less than 1.
Returns a with the mode of along the Nth dimension.
A ComplexMatrix.
The calculation dimension.
A ComplexMatrix y, where y equals the mode of x along the Nth dimension.
In the event of a tie, the greatest mode is used.
Occurs when is less than 1.
Returns the normal distribution of with mean and
standard deviation .
A double.
The mean of the distribution.
The standard deviation of the distribution.
The normal distrubition x.
Returns a with the value of the normal distribuion at each element of
. The distribution has mean and standard deviation
.
A Vector.
The mean of the distribution.
The standard deviation of the distribution.
The normal distrubition x.
Returns a with the value of the normal distribuion at each element of
. The distribution has mean and standard deviation
.
A Matrix.
The mean of the distribution.
The standard deviation of the distribution.
The normal distrubition x.
Returns the standard deviation of a of observations.
A Vector of observations.
The standard deviation of .
Returns the standard deviation of a of observations.
A ComplexVector of observations.
The standard deviation of .
Returns the standard deviation of a of observations.
A Vector of observations.
The type of statistic desired.
The standard deviation of .
Returns the standard deviation of a of observations.
A ComplexVector of observations.
The type of statistic desired.
The standard deviation of .
Returns the sample standard deviation of all the elements of the .
A Matrix.
The sample standard deviation of x.
Returns the sample standard deviation of all the elements of the .
A ComplexMatrix.
The sample standard deviation of x.
Returns the standard deviation of all the elements of the .
A Matrix.
The type of statistic desired.
The standard deviation of x.
Returns the standard deviation of all the elements of the .
A ComplexMatrix.
The type of statistic desired.
The standard deviation of x.
Returns a with the sample standard deviation of along the
Nth dimension.
A Matrix.
The calculation dimension.
A Matrix y, where y equals the standard deviation of x along the Nth dimension.
Occurs when is less than 1.
Returns a with the sample standard deviation of along the
Nth dimension.
A ComplexMatrix.
The calculation dimension.
A ComplexMatrix y, where y equals the standard deviation of x along the Nth dimension.
Occurs when is less than 1.
Returns a with the sample standard deviation of along the Nth dimension.
A Matrix.
The calculation dimension.
The type of statistic desired.
A Matrix y, where y equals the standard deviation of x along the Nth dimension.
Occurs when is less than 1.
Returns a with the standard deviation of along the
Nth dimension.
A ComplexMatrix.
The calculation dimension.
The type of statistic desired.
A ComplexMatrix y, where y equals the standard deviation of x along the Nth dimension.
Occurs when is less than 1.
Returns the standard error of the sample mean for a of observations.
A Vector of observations.
The standard error of .
Returns the standard error of the sample mean for a of observations.
A ComplexVector of observations.
The standard error of .
Returns the standard error of the mean of all the elements of the .
A Matrix.
The standard error of the mean of x.
Returns the standard error of the mean of all the elements of the .
A ComplexMatrix.
The standard error of the mean of x.
Returns a with the standard error of the mean of along the
Nth dimension.
A Matrix.
The calculation dimension.
A Matrix y, where y equals the standard error of the mean of x along the Nth dimension.
Occurs when is less than 1.
Returns a with the standard error of the mean of along the
Nth dimension.
A ComplexMatrix.
The calculation dimension.
A ComplexMatrix y, where y equals the standard error of the mean of x along the Nth dimension.
Occurs when is less than 1.
Returns the sample variance of a of observations.
A Vector of observations.
The variance of .
Returns the sample variance of a of observations.
A ComplexVector of observations.
The variance of .
Returns the variance of a of observations.
A Vector of observations.
The type of statistic desired.
The variance of .
Returns the variance of a of observations.
A ComplexVector of observations.
The type of statistic desired.
The variance of .
Returns the sample variance of all the elements of the .
A Matrix.
The sample variance of x.
Returns the sample variance of all the elements of the .
A ComplexMatrix.
The sample variance of x.
Returns the variance of all the elements of the .
A Matrix.
The type of statistic desired.
The variance of x.
Returns the variance of all the elements of the .
A ComplexMatrix.
The type of statistic desired.
The variance of x.
Returns a with the sample variance of along the Nth dimension.
A Matrix.
The calculation dimension.
A Matrix y, where y equals the variance of x along the Nth dimension.
Occurs when is less than 1.
Returns a with the sample variance of along the Nth dimension.
A ComplexMatrix.
The calculation dimension.
A ComplexMatrix y, where y equals the variance of x along the Nth dimension.
Occurs when is less than 1.
Returns a with the variance of along the Nth dimension.
A Matrix.
The calculation dimension.
The type of statistic desired.
A Matrix y, where y equals the variance of x along the Nth dimension.
Occurs when is less than 1.
Returns a with the variance of along the Nth dimension.
A ComplexMatrix.
The calculation dimension.
The type of statistic desired.
A ComplexMatrix y, where y equals the variance of x along the Nth dimension.
Occurs when is less than 1.
Returns the average absolute deviation from the mean of a of data.
A Vector of data.
The average deviation of .
Returns the average absolute deviation from the mean of a of data.
A ComplexVector of data.
The average deviation of .
Returns the average value of the where the corresponding
is True.
A Vector.
A BooleanVector with the same length and orientation as x.
The average value of the elements of x where is true.
Occurs if the comparison has a different length than x.
Occurs if the comparison has a different orientation than x.
The BooleanVector comparison can be easily constructed using the compare operators on Vector. The following
notation is convenient:
Vector x1 = Compute.Line(-1, 1, 1000);
double sumif = Compute.AverageIf(x, x > 0);
Returns the average value of the where the corresponding
is True.
A ComplexVector.
A BooleanVector with the same length and orientation as x.
The average value of the elements of x where is true.
Occurs if the comparison has a different length than x.
Occurs if the comparison has a different orientation than x.
The BooleanVector comparison can be easily constructed using the compare operators on ComplexVector. The
following notation is convenient:
Complex i = Constant.I;
ComplexVector x1 = Compute.Line(-1, 1, 1000) + i*Compute.Line(1, -1, 1000);
Complex sum = Compute.AverageIf(x, x > 0);
Returns the average value of the elements of the which satisfy the condition
specified by the .
A Vector.
A ComparisonType.
A double.
The conditional average of x.
Returns the average value of the elements of the which satisfy the
condition specified by the .
A ComplexVector.
A ComparisonType.
A number.
The conditional average of x.
Returns the average value of the where the corresponding
is True as the result.
A Vector.
A BooleanVector with the same length and orientation as x.
The average value of the elements of x where is true.
The excepton if one should be thrown; false otherwise.
True if the computation is successful; false otherwise.
Returns the average value of the where the corresponding
is True as the result.
A ComplexVector.
A BooleanVector with the same length and orientation as x.
The average value of the elements of x where is true.
The excepton if one should be thrown; false otherwise.
True if the computation is successful; false otherwise.
Returns the average value of the elements of the which satisfy the condition
specified by the as the .
A Vector.
A ComparisonType.
A double.
The conditional average of x.
The exception, if one should be thrown; Null otherwise.
True if the computation is successful; False otherwise.
Returns the average value of the elements of the which satisfy the condition
specified by the as the .
A ComplexVector.
A ComparisonType.
A number.
The conditional average of x.
The exception, if one should be thrown; Null otherwise.
True if the computation is successful; False otherwise.
Returns the z-score of with respect a distribution of mean and
standard deviation .
A double.
The mean of a distribution.
The standard deviation of a distribution.
The z-score of x.
Returns the z-score of the elements of with respect to their mean and standard deviation.
A Vector of data.
The z-score of the elements of x.
Returns the sum of the elements of the where the corresponding
is True.
A Vector.
A BooleanVector with the same length and orientation as x.
The sum of the elements of x where is true.
Occurs if the comparison has a different length than x.
Occurs if the comparison has a different orientation than x.
The BooleanVector comparison can be easily constructed using the compare operators on Vector. The following
notation is convenient:
Vector x1 = Compute.Line(-1, 1, 1000);
double sumif = Compute.SumIf(x, x > 0);
Returns the sum of the elements of the where the corresponding
is True.
A ComplexVector.
A BooleanVector with the same length and orientation as x.
The sum of the elements of x where is true.
Occurs if the comparison has a different length than x.
Occurs if the comparison has a different orientation than x.
The BooleanVector comparison can be easily constructed using the compare operators on ComplexVector. The
following notation is convenient:
Complex i = Constant.I;
ComplexVector x1 = Compute.Line(-1, 1, 1000) + i*Compute.Line(1, -1, 1000);
Complex sum = Compute.SumIf(x, x > 0);
Returns the sum of the elements of the that satisfy the condition
specified by the .
A Vector.
A ComparisonType.
A double.
The conditional sum of x.
Returns the sum of the elements of the that satisfy the
condition specified by the .
A ComplexVector.
A ComparisonType.
A number.
The conditional sum of x.
Returns the sum of the products of the corresponding elements of each
in .
An array of Vectors with the same dimensions.
A double y, where y = (x[0][0]*...*x[M][0]) + ... + (x[0][N]*...*x[M][N]).
Occurs if the dimensions of the Vectors in x do not have the same dimensions.
Returns the sum of the products of the corresponding elements of each
in as the result.
The exception, if one is thrown; Null otherwise.
A double y, where y = (x[0][0]*...*x[M][0]) + ... + (x[0][N]*...*x[M][N]).
An array of Vectors with the same dimensions.
True if the result is computed; false otherwise.
Returns the sum of the products of the corresponding elements of each
in .
An array of ComplexVectors with the same dimensions.
A number y, where y = (x[0][0]*...*x[M][0]) + ... + (x[0][N]*...*x[M][N]).
Occurs if the dimensions of the ComplexVectors in x do not have the same dimensions.
Returns the sum of the products of the corresponding elements of each
in as the result.
The exception, if one is thrown; Null otherwise.
A number y, where y = (x[0][0]*...*x[M][0]) + ... + (x[0][N]*...*x[M][N]).
An array of ComplexVectors with the same dimensions.
True if the result is computed; false otherwise.
Constant contains several standard mathematical constants.
Represents Feigenbaum's constant alpha.
Represents Feigenbaum's constant delta.
Represents Euler's number e.
Represents a vanishingly small number epsilon.
Represents infinity.
Represents an undefined number. NaN means "not a number".
Represents the golden ratio phi.
Respresents the irrational number pi.
Represents the imaginary number i.
Specifies one of the six comparison operators.
Specifies a comparison using the GreaterThan operator.
Specifies a comparison using the GreaterThanOrEqual operator.
Specifies a comparison using the LessThan operator.
Specifies a comparison using the LessThanOrEqual operator.
Specifies a comparison using the Equality operator.
Specifies a comparison using the InEquality operator.
Specifies the type of convolution to operation to perform.
For inputs with length N1 and N2, returns an N1 + N2 - 1 length representing the
full convolution operation.
For inputs with length N1 and N2, returns a max(N1,N2) length representing the
center of the convolution operation.
Specifies the type of statistic to calculate for a given dataset.
Specifies the population statistic, which treats the dataset as a complete population of data.
Specifies the sample statistic, which treats the dataset as a sample of a larger population.
Specifies the orientation of a instance.
Specifies a row Vector.
Specifies a column Vector.
A Matrix is a list of doubles with an additional dimensionality property that specifies its spatial orientation.
Returns the empty .
Initializes an empty instance.
Initializes a one-dimensional of a specified .
The length of the constructed Matrix.
Initializes a zero with the specified .
The dimensions of the constructed Matrix.
Initializes a constant with the specified .
The constant value assigned to each element of the Matrix.
The dimensions of the constructed Matrix.
Initializes a one-dimensional of the specified and the specified .
The value assigned to each element of the constructed Matrix.
The length of the constructed Matrix.
Initializes a with the specified and .
The elements of the constructed Matrix.
The dimensions of the constructed Matrix.
Occurs when the dimensions specify a size that is inconsistent with the length of the elements.
Initializes a by copying the elements and dimensions of a multi-dimensional double array.
A multi-dimensional double array.
Occurs if x is not a double array.
Copies the base to an starting at a
particular .
The destination array.
An index into the destination array where the copying begins.
Copies the base to an starting at a
particular .
The destination array.
An index into the destination array where the copying begins.
Compares the with for equality.
An object.
Returns True if the Matrix is equal to x; False otherwise.
Returns hash code for the .
A hash code.
Returns the string representation of a .
Returns an double enumerator for the .
Returns an enumerator for the .
Returns a copy of the .
Adds two instances pointwise.
A Matrix y, where y[i] = x1[i] + x2[i].
Adds a and a double pointwise.
A Matrix y, where y[i] = x1[i] + x2.
Adds a double and a pointwise.
A Matrix y, where y[i] = x1 + x2[i].
Adds a and a number pointwise.
A y, where y[i] = x1[i] + x2.
Adds a number and a pointwise.
A y, where y[i] = x1 + x2[i].
Subtracts two instances pointwise.
A Matrix y, where y[i] = x1[i] - x2[i].
Subtracts a and a double pointwise.
A Matrix y, where y[i] = x1[i] - x2.
Subtracts a double and a pointwise.
A Matrix y, where y[i] = x1 - x2[i].
Subtracts a and a number pointwise.
A Matrix y, where y[i] = x1[i] - x2.
Subtracts a number and a pointwise.
A Matrix y, where y[i] = x1 - x2[i].
Multiplies two instances pointwise.
A Matrix y, where y[i] = x1[i] * x2[i].
Multiplies a and a double pointwise.
A Matrix y, where y[i] = x1[i] * x2.
Multiplies a double and a pointwise.
A Matrix y, where y[i] = x1 * x2[i].
Multiplies a and a number pointwise.
A Matrix y, where y[i] = x1[i] * x2.
Multiplies a number and a pointwise.
A Matrix y, where y[i] = x1 * x2[i].
Divides two instances pointwise.
A Matrix y, where y[i] = x1[i] / x2[i].
Divides a and a double pointwise.
A Matrix y, where y[i] = x1[i] / x2.
Divides a double and a pointwise.
A Matrix y, where y[i] = x1 / x2[i].
Divides a and a number pointwise.
A Matrix y, where y[i] = x1[i] / x2.
Divides a number and a pointwise.
A Matrix y, where y[i] = x1 / x2[i].
Returns the modulus of two instances pointwise.
A Matrix y, where y[i] = x1[i] % x2[i].
Returns the modulus of a and a double pointwise.
A Matrix y, where y[i] = x1[i] % x2.
Returns the modulus of a double and a pointwise.
A Matrix y, where y[i] = x1 % x2[i].
Determines whether two instances have the same dimensions and element values.
The first Matrix.
The second Matrix.
Returns True if the two Matrix instances are equal; False otherwise.
Returns the pointwise equality operator for a and a double.
A Matrix.
A double.
A y, where y[i] = Equals(x1[i],x2).
Returns the pointwise equality operator for a double and a .
A double.
A Matrix.
A y, where y[i] = Equals(x1,x2[i]).
Returns the pointwise equality operator for a and a number.
A Matrix.
A Complex number.
A new y, where y[i] = Equals(x1[i],x2).
Returns the pointwise equality operator for a number and a .
A Complex number.
A Matrix.
A new y, where y[i] = Equals(x1,x2[i]).
Determines whether two instances have different dimensions or element values.
The first Matrix.
The second Matrix.
Returns True if the two Matrix instances are unequal; False otherwise.
Returns the pointwise inequality operator for a and a double.
A Matrix.
A double.
A new y, where y[i] = NotEquals(x1[i],x2).
Returns the pointwise inequality operator for a double and a .
A double.
A Matrix.
A new y, where y[i] = NotEquals(x1,x2[i]).
Returns the pointwise inequality operator for a and a number.
A Matrix.
A Complex number.
A new y, where y[i] = NotEquals(x1[i],x2).
Returns the pointwise inequality operator for a number and a .
A Complex number.
A Matrix.
A new y, where y[i] = NotEquals(x1,x2[i]).
Compares two instances using the GreaterThan operator pointwise.
The first Matrix.
The second Matrix.
A y, where y[i] = GreaterThan(x1[i],x2[i]).
Compares a and a using the GreaterThan operator pointwise.
A Matrix.
A ComplexMatrix.
A y, where y[i] = GreaterThan(x1[i],x2[i]).
Compares a and a using the GreaterThan operator pointwise.
A ComplexMatrix.
A Matrix.
A y, where y[i] = GreaterThan(x1[i],x2[i]).
Compares a and a double using the GreaterThan operator pointwise.
A Matrix.
A double.
A y, where y[i] = GreaterThan(x1[i],x2).
Compares a double and a using the GreaterThan operator pointwise.
A double.
A Matrix.
A y, where y[i] = GreaterThan(x1,x2[i]).
Compares a and a number using the GreaterThan operator pointwise.
A Matrix.
A Complex number.
A y, where y[i] = GreaterThan(x1[i],x2).
Compares a number and a using the GreaterThan operator pointwise.
A Complex number.
A Matrix.
A y, where y[i] = GreaterThan(x1,x2[i]).
Compares two instances using the GreaterThanOrEquals operator pointwise.
The first Matrix.
The second Matrix.
A y, where y[i] = GreaterThanOrEquals(x1[i],x2[i]).
Compares a and a using the GreaterThanOrEquals
operator pointwise.
A Matrix.
A ComplexMatrix.
A y, where y[i] = GreaterThanOrEquals(x1[i],x2[i]).
Compares a and a using the GreaterThanOrEquals
operator pointwise.
A ComplexMatrix.
A Matrix.
A y, where y[i] = GreaterThanOrEquals(x1[i],x2[i]).
Compares a and a double using the GreaterThanOrEquals operator pointwise.
A Matrix.
A double.
A y, where y[i] = GreaterThanOrEquals(x1[i],x2).
Compares a double and a using the GreaterThanOrEquals operator pointwise.
A double.
A Matrix.
A y, where y[i] = GreaterThanOrEquals(x1,x2[i]).
Compares a and a number using the GreaterThanOrEquals
operator pointwise.
A Matrix.
A Complex number.
A y, where y[i] = GreaterThanOrEquals(x1[i],x2).
Compares a number and a using the GreaterThanOrEquals
operator pointwise.
A Complex number.
A Matrix.
A y, where y[i] = GreaterThanOrEquals(x1,x2[i]).
Compares two instances using the LessThan operator pointwise.
The first Matrix.
The second Matrix.
A y, where y[i] = LessThan(x1[i],x2[i]).
Compares a and a using the LessThan operator pointwise.
A Matrix.
A ComplexMatrix.
A y, where y[i] = LessThan(x1[i],x2[i]).
Compares a and a using the LessThan operator pointwise.
A ComplexMatrix.
A Matrix.
A y, where y[i] = LessThan(x1[i],x2[i]).
Compares a and a double using the LessThan operator pointwise.
A Matrix.
A double.
A y, where y[i] = LessThan(x1[i],x2).
Compares a double and a using the LessThan operator pointwise.
A double.
A Matrix.
A y, where y[i] = LessThan(x1,x2[i]).
Compares a and a number using the LessThan operator pointwise.
A Matrix.
A Complex number.
A y, where y[i] = LessThan(x1[i],x2).
Compares a number and a using the LessThan operator pointwise.
A Complex number.
A Matrix.
A y, where y[i] = LessThan(x1,x2[i]).
Compares two instances using the LessThanOrEquals operator pointwise.
The first Matrix.
The second Matrix.
A y, where y[i] = LessThanOrEquals(x1[i],x2[i]).
Compares a and a using the LessThanOrEquals
operator pointwise.
A Matrix.
A ComplexMatrix.
A y, where y[i] = LessThanOrEquals(x1[i],x2[i]).
Compares a and a using the LessThanOrEquals
operator pointwise.
A ComplexMatrix.
A Matrix.
A y, where y[i] = LessThanOrEquals(x1[i],x2[i]).
Compares a and a double using the LessThanOrEquals operator pointwise.
A Matrix.
A double.
A y, where y[i] = LessThanOrEquals(x1[i],x2).
Compares a double and a using the LessThanOrEquals operator pointwise.
A double.
A Matrix.
A y, where y[i] = LessThanOrEquals(x1,x2[i]).
Compares a and a number using the LessThanOrEquals
operator pointwise.
A Matrix.
A Complex number.
A y, where y[i] = LessThanOrEquals(x1[i],x2).
Compares a number and a using the LessThanOrEquals
operator pointwise.
A Complex number.
A Matrix.
A y, where y[i] = LessThanOrEquals(x1,x2[i]).
Casts a to a .
A Vector.
A Matrix y, where y[i] = x[i].
Casts a to a .
A Matrix.
A Vector y, where y[i] = x[i].
Casts a double to a unitary .
A double.
A unitary Vector y, where y[0] = x.
Casts a double array to a row .
A double array.
A row Matrix y, where y[i] = x[i].
Casts an int array to a row .
An int array.
A row Matrix y, where y[i] = (double)x[i].
Casts a short array to a row .
A short array.
A row Matrix y, where y[i] = (double)x[i].
Casts a long array to a row .
A uint array.
A row Matrix y, where y[i] = (double)x[i].
Casts a float array to a row .
A float array.
A row Matrix y, where y[i] = (double)x[i].
Casts a decimal array to a row .
A decimal array.
A row Matrix y, where y[i] = (double)x[i].
Modifies a , y, by replacing each element y[i] with Abs(y[i]).
The modified Matrix.
Modifies a , y, by replacing each element y[i] with Acos(y[i]).
The modified Matrix.
Modifies the , y, by replacing each element y[i] with y[i] + x[i].
A Matrix.
The modified Matrix.
Occurs when the Matrix and have different dimensions.
Modifies a , y, by replacing each element y[i] with y[i] + x.
A double.
The modified Matrix.
Modifies a , y, by replacing each element y[i] with Arg(y[i]).
The modified Matrix.
Modifies a , y, by replacing each element y[i] with Asin(y[i]).
The modified Matrix.
Modifies a , y, by replacing each element y[i] with Atan(y[i]).
The modified Matrix.
Modifies a , y, by replacing each element y[i] with Ceiling(y[i]).
The modified Matrix.
Modifies the , y, by replacing each element y[i] with CompareTo(y[i],x[i]).
A Matrix.
The modified Matrix.
Occurs when the Matrix and have different dimensions.
Modifies the , y, by replacing each element y[i] with CompareTo(y[i],x[i]).
A .
The modified Matrix.
Occurs when the Matrix and have different dimensions.
Modifies the , y, by replacing each element y[i] with CompareTo(y[i],x).
A double.
The modified Matrix.
Modifies the , y, by replacing each element y[i] with CompareTo(y[i],x).
A number.
The modified Matrix.
Modifies a , y, by replacing each element y[i] with Cos(y[i]).
The modified Matrix.
Modifies a , y, by replacing each element y[i] with Cosh(y[i]).
The modified Matrix.
Modifies a , y, by replacing each element y[i] with y[i] / x[i].
A Matrix.
The modified Matrix.
Occurs when the Matrix and have different dimensions.
Modifies a , y, by replacing each element y[i] with y[i] / x.
A double.
The modified Matrix.
Modifies a , y, by replacing each element y[i] with Exp(y[i]).
The modified Matrix.
Modifies a , y, by replacing each element y[i] with Floor(y[i]).
The modified Matrix.
Modifies a , y, by replacing each element y[i] with Log(y[i]).
The modified Matrix.
Modifies a , y, by replacing each element y[i] with Log(y[i],B).
The base of the logarithm.
The modified Matrix.
Modifies a , y, by replacing each element y[i] with Log2(y[i]).
The modified Matrix.
Modifies a , y, by replacing each element y[i] with Log10(y[i]).
The modified Matrix.
Modifies a , y, by replacing each element y[i] with y[i] % x[i].
A Matrix.
The modified Matrix.
Occurs when the Matrix and have different dimensions.
Modifies a , y, by replacing each element y[i] with y[i] % x.
A double.
The modified Matrix.
Modifies a , y, by replacing each element y[i] with y[i] * x[i].
A Matrix.
The modified Matrix.
Occurs when the Matrix and have different dimensions.
Modifies a , y, by replacing each element y[i] with y[i] * x.
A double.
The modified Matrix.
Modifies the , y, by replacing each element y[i] with Pow(y[i],x[i]).
A Matrix.
The modified Matrix.
Occurs when the Matrix and have different dimensions.
Modifies a , y, by replacing each element y[i] with Pow(y[i],x).
A double.
The modified Matrix.
Modifies a , y, by replacing each element y[i] with Round(y[i]).
The modified Matrix.
Modifies a , y, by replacing each element y[i] with Sign(y[i]).
The modified Matrix.
Modifies a , y, by replacing each element y[i] with Sin(y[i]).
The modified Matrix.
Modifies a , y, by replacing each element y[i] with Sinh(y[i]).
The modified Matrix.
Modifies a , y, by replacing each element y[i] with Sqrt(y[i]).
The modified Matrix.
Modifies a , y, by replacing each element y[i] with y[i] - x[i].
A Matrix.
The modified Matrix.
Occurs when the Matrix and have different dimensions.
Modifies a , y, by replacing each element y[i] with y[i] - x.
A double.
The modified Matrix.
Modifies a , y, by replacing each element y[i] with Tan(y[i]).
The modified Matrix.
Modifies a , y, by replacing each element y[i] with Tanh(y[i]).
The modified Matrix.
Modifies the by replacing its element with a bin number.
The number of evenly-spaced bins.
The modified Matrix.
Occurs when N is less than one.
Modifies the by replacing each element with a bin number.
edges[i] and edges[i+1] are the edges of the ith bin.
The modified Matrix.
If an element of the Matrix is not in any bin, it is replaced by Constant.NaN.
Occurs when there are less than two bin .
Occurs when the bin edges are not in increasing order.
Returns a copy of the instance.
Modifies a , y, by replacing each element y[i1,..,iN,..,iM] with y[i1,..,0,..,iM]*...*y[i1,..,iN,..,iM].
The calculation dimension.
The modified Matrix.
Occurs when x is empty.
Occurs when is less than 1.
Modifies a , y, by replacing each element y[i1,..,iN,..,iM] with y[i1,..,0,..,iM]+...+y[i1,..,iN,..,iM].
The calculation dimension.
The modified Matrix.
Occurs when x is empty.
Occurs when is less than 1.
An indexer for the . The Matrix can be indexed one-dimensionally or multi-dimensionally.
A sequence of indices that correspond to the dimensions of the Matrix.
The element specified by the subscript.
Occurs when the Matrix is empty.
Occurs when the is non-unitary and has a different number of dimensions than the Matrix.
Occurs when a subscript index is out of the bounds of the Matrix.
An indexer for the that takes a series of subscripts. The Matrix can
be indexed one-dimensionally or multi-dimensionally.
An array of index Vectors.
A Matrix containing the elements specified by the .
Occurs when the Matrix is empty.
Occurs when the is non-unitary and has a different number of dimensions than the Matrix.
Occurs when a subscript index is out of the bounds of the Matrix.
Occurs when a subscript index has a non-integer value.
Occurs when the set value does not align with the elements specified by the subscript.
Class used to provide the ability to customize resource strings.
Gets the customized string identified by the specified string resource name.
Name of the string resource that was customized.
The customized string or null if the resource wasn't customized.
Clears all strings customized by calls to method.
Resets a customized string identified by the specified string resource name so that it will load from the resource file.
Name of the string resource to customize.
Sets a customized string identified by the specified string resource name.
Name of the string resource to customize.
The customized string. If null this has the same effect as calling .
Exposes a instance for this assembly.
Returns the resource string using the specified name and default culture.
Name of the string resource to return.
Arguments supplied to the string.Format method when formatting the string.
The resource string using the specified resource name and default culture.
Returns the resource string using the specified resource name and default culture. The string is then formatted using the arguments specified.
Name of the string resource to return.
The resource string using the specified resource name and default culture.
Returns the resource object using the specified name.
Name of the resource item.
An object containing the specified resource.
Returns the for this assembly.
Returns the dimensions of an array as an integer array.
An array.
The dimensions of .
Returns the product of the elements of an integer array.
An integer array.
The product of an integer array.
A Vector is a list of doubles with an additional dimensionality property that specifies its orientation.
Returns the empty .
Initializes an empty instance.
Initializes a row zero of a specified .
The length of the constructed Vector.
Initializes a row of the specified and the specified .
The value assigned to each element of the constructed Vector.
The length of the constructed Vector.
Initializes a row with the specified .
The elements of the constructed Vector.
Initializes a with the specified and .
The elements of the constructed Vector.
The dimensions of the constructed Vector.
Occurs when the dimensions specify a size that is inconsistent with the length of the elements.
Initializes a with the specified elements .
An enum that specifies the orientation of the Vector.
A double array of elements.
Copies the base to an starting at a
particular .
The destination array.
An index into the destination array where the copying begins.
Copies the base to an starting at a
particular .
The destination array.
An index into the destination array where the copying begins.
Compares the with for equality.
An object.
Returns True if the Vector is equal to x; False otherwise.
Returns hash code for the .
A hash code.
Returns the string representation of a .
Returns an double enumerator for the .
Returns an enumerator for the .
Returns a copy of the .
Adds two instances pointwise.
A Vector y, where y[i] = x1[i] + x2[i].
Adds a and a double pointwise.
A Vector y, where y[i] = x1[i] + x2.
Adds a double and a pointwise.
A Vector y, where y[i] = x1 + x2[i].
Adds a and a number pointwise.
A y, where y[i] = x1[i] + x2.
Adds a number and a pointwise.
A y, where y[i] = x1 + x2[i].
Subtracts two instances pointwise.
A Vector y, where y[i] = x1[i] - x2[i].
Subtracts a and a double pointwise.
A Vector y, where y[i] = x1[i] - x2.
Subtracts a double and a pointwise.
A Vector y, where y[i] = x1 - x2[i].
Subtracts a and a number pointwise.
A Vector y, where y[i] = x1[i] - x2.
Subtracts a number and a pointwise.
A Vector y, where y[i] = x1 - x2[i].
Multiplies two instances pointwise.
A Vector y, where y[i] = x1[i] * x2[i].
Multiplies a and a double pointwise.
A Vector y, where y[i] = x1[i] * x2.
Multiplies a double and a pointwise.
A Vector y, where y[i] = x1 * x2[i].
Multiplies a and a number pointwise.
A Vector y, where y[i] = x1[i] * x2.
Multiplies a number and a pointwise.
A Vector y, where y[i] = x1 * x2[i].
Divides two instances pointwise.
A Vector y, where y[i] = x1[i] / x2[i].
Divides a and a double pointwise.
A Vector y, where y[i] = x1[i] / x2.
Multiplies a double and a pointwise.
A Vector y, where y[i] = x1 / x2[i].
Divides a and a number pointwise.
A Vector y, where y[i] = x1[i] / x2.
Divides a number and a pointwise.
A Vector y, where y[i] = x1 / x2[i].
Returns the modulus of two instances pointwise.
A Vector y, where y[i] = x1[i] % x2[i].
Returns the modulus of a and a double pointwise.
A Vector y, where y[i] = x1[i] % x2.
Returns the modulus of a pointwise.
A Vector y, where y[i] = x1 % x2[i].
Determines whether two instances have the same dimensions and element values.
The first Vector.
The second Vector.
Returns True if the two Vector instances are equal; False otherwise.
Returns the pointwise equality operator for a and a double.
A Vector.
A double.
A new y, where y[i] = Equals(x1[i],x2).
Returns the pointwise equality operator for a double and a .
A double.
A Vector.
A new y, where y[i] = Equals(x1,x2[i]).
Returns the pointwise equality operator for a and a number.
A Vector.
A Complex number.
A new y, where y[i] = Equals(x1[i],x2).
Returns the pointwise equality operator for a number and a .
A Complex number.
A Vector.
A new y, where y[i] = Equals(x1,x2[i]).
Determines whether two instances have different dimensions and element values.
The first Vector.
The second Vector.
Returns True if the two Vector instances are unequal; False otherwise.
Returns the pointwise inequality operator for a and a double.
A Vector.
A double.
A new y, where y[i] = NotEquals(x1[i],x2).
Returns the pointwise inequality operator for a double and a .
A double.
A Vector.
A new y, where y[i] = NotEquals(x1,x2[i]).
Returns the pointwise inequality operator for a and a number.
A Vector.
A Complex number.
A new y, where y[i] = NotEquals(x1[i],x2).
Returns the pointwise inequality operator for a number and a .
A Complex number.
A Vector.
A new y, where y[i] = NotEquals(x1,x2[i]).
Compares two instances using the GreaterThan operator pointwise.
The first Vector.
The second Vector.
A y, where y[i] = GreaterThan(x1[i],x2[i]).
Compares a and a using the GreaterThan operator pointwise.
A Vector.
A ComplexVector.
A y, where y[i] = GreaterThan(x1[i],x2[i]).
Compares a and a using the GreaterThan operator pointwise.
A ComplexVector.
A Vector.
A y, where y[i] = GreaterThan(x1[i],x2[i]).
Compares a and a double using the GreaterThan operator pointwise.
A Vector.
A double.
A y, where y[i] = GreaterThan(x1[i],x2).
Compares a double and a using the GreaterThan operator pointwise.
A double.
A Vector.
A y, where y[i] = GreaterThan(x1,x2[i]).
Compares a and a number using the GreaterThan operator pointwise.
A Vector.
A Complex number.
A y, where y[i] = GreaterThan(x1[i],x2).
Compares a number and a using the GreaterThan operator pointwise.
A Complex number.
A Vector.
A y, where y[i] = GreaterThan(x1,x2[i]).
Compares two instances using the GreaterThanOrEquals operator pointwise.
The first Vector.
The second Vector.
A y, where y[i] = GreaterThanOrEquals(x1[i],x2[i]).
Compares a and a using the GreaterThanOrEquals
operator pointwise.
A Vector.
A ComplexVector.
A y, where y[i] = GreaterThanOrEquals(x1[i],x2[i]).
Compares a and a using the GreaterThanOrEquals
operator pointwise.
A ComplexVector.
A Vector.
A y, where y[i] = GreaterThanOrEquals(x1[i],x2[i]).
Compares a and a double using the GreaterThanOrEquals operator pointwise.
A Vector.
A double.
A y, where y[i] = GreaterThanOrEquals(x1[i],x2).
Compares a double and a using the GreaterThanOrEquals operator pointwise.
A double.
A Vector.
A y, where y[i] = GreaterThanOrEquals(x1,x2[i]).
Compares a and a number using the GreaterThanOrEquals
operator pointwise.
A Vector.
A Complex number.
A y, where y[i] = GreaterThanOrEquals(x1[i],x2).
Compares a number and a using the GreaterThanOrEquals
operator pointwise.
A Complex number.
A Vector.
A y, where y[i] = GreaterThanOrEquals(x1,x2[i]).
Compares two instances using the LessThan operator pointwise.
The first Vector.
The second Vector.
A y, where y[i] = LessThan(x1[i],x2[i]).
Compares a and a using the LessThan operator pointwise.
A Vector.
A ComplexVector.
A y, where y[i] = LessThan(x1[i],x2[i]).
Compares a and a using the LessThan operator pointwise.
A ComplexVector.
A Vector.
A y, where y[i] = LessThan(x1[i],x2[i]).
Compares a and a double using the LessThan operator pointwise.
A Vector.
A double.
A y, where y[i] = LessThan(x1[i],x2).
Compares a double and a using the LessThan operator pointwise.
A double.
A Vector.
A y, where y[i] = LessThan(x1,x2[i]).
Compares a and a number using the LessThan operator pointwise.
A Vector.
A Complex number.
A y, where y[i] = LessThan(x1[i],x2).
Compares a number and a using the LessThan operator pointwise.
A Complex number.
A Vector.
A y, where y[i] = LessThan(x1,x2[i]).
Compares two instances using the LessThanOrEquals operator pointwise.
The first Vector.
The second Vector.
A y, where y[i] = LessThanOrEquals(x1[i],x2[i]).
Compares a and a using the LessThanOrEquals
operator pointwise.
A Vector.
A ComplexVector.
A y, where y[i] = LessThanOrEquals(x1[i],x2[i]).
Compares a and a using the LessThanOrEquals
operator pointwise.
A ComplexVector.
A Vector.
A y, where y[i] = LessThanOrEquals(x1[i],x2[i]).
Compares a and a double using the LessThanOrEquals operator pointwise.
A Vector.
A double.
A y, where y[i] = LessThanOrEquals(x1[i],x2).
Compares a double and a using the LessThanOrEquals operator pointwise.
A double.
A Vector.
A y, where y[i] = LessThanOrEquals(x1,x2[i]).
Compares a and a number using the LessThanOrEquals
operator pointwise.
A Vector.
A Complex number.
A y, where y[i] = LessThanOrEquals(x1[i],x2).
Compares a number and a using the LessThanOrEquals
operator pointwise.
A Complex number.
A Vector.
A y, where y[i] = LessThanOrEquals(x1,x2[i]).
Casts a double to a unitary .
A double.
A unitary Vector y, where y[0] = x.
Casts a to a double array.
A Vector.
A double array y, where y[i] = x[i].
Casts a double array to a row .
A double array.
A row Vector y, where y[i] = x[i].
Casts an int array to a row .
An int array.
A row Vector y, where y[i] = (double)x[i].
Casts a short array to a row .
A short array.
A row Vector y, where y[i] = (double)x[i].
Casts a long array to a row .
A uint array.
A row Vector y, where y[i] = (double)x[i].
Casts a float array to a row .
A float array.
A row Vector y, where y[i] = (double)x[i].
Casts a decimal array to a row .
A decimal array.
A row Vector y, where y[i] = (double)x[i].
Modifies a , y, by replacing each element y[i] with Abs(y[i]).
The modified Vector.
Modifies a , y, by replacing each element y[i] with Acos(y[i]).
The modified Vector.
Modifies the , y, by replacing each element y[i] with y[i] + x[i].
A Vector.
The modified Vector.
Occurs when the Vector and have different dimensions.
Modifies a , y, by replacing each element y[i] with y[i] + x.
A double.
The modified Vector.
Modifies a , y, by replacing each element y[i] with Arg(y[i]).
The modified Vector.
Modifies a , y, by replacing each element y[i] with Asin(y[i]).
The modified Vector.
Modifies a , y, by replacing each element y[i] with Atan(y[i]).
The modified Vector.
Modifies a , y, by replacing each element y[i] with Ceiling(y[i]).
The modified Vector.
Modifies the , y, by replacing each element y[i] with CompareTo(y[i],x[i]).
A Vector.
The modified Vector.
Occurs when the Vector and have different dimensions.
Modifies the , y, by replacing each element y[i] with CompareTo(y[i],x[i]).
A .
The modified Vector.
Occurs when the Vector and have different dimensions.
Modifies the , y, by replacing each element y[i] with CompareTo(y[i],x).
A double.
The modified Vector.
Modifies the , y, by replacing each element y[i] with CompareTo(y[i],x).
A number.
The modified Vector.
Modifies a , y, by replacing each element y[i] with Cos(y[i]).
The modified Vector.
Modifies a , y, by replacing each element y[i] with Cosh(y[i]).
The modified Vector.
Modifies a , y, by replacing each element y[i] with y[i] / x[i].
A Vector.
The modified Vector.
Occurs when the Vector and have different dimensions.
Modifies a , y, by replacing each element y[i] with y[i] / x.
A double.
The modified Vector.
Modifies a , y, by replacing each element y[i] with Exp(y[i]).
The modified Vector.
Modifies a , y, by replacing each element y[i] with Floor(y[i]).
The modified Vector.
Modifies a , y, by replacing each element y[i] with Log(y[i]).
The modified Vector.
Modifies a , y, by replacing each element y[i] with Log(y[i],B).
The base of the logarithm.
The modified Vector.
Modifies a , y, by replacing each element y[i] with Log2(y[i]).
The modified Vector.
Modifies a , y, by replacing each element y[i] with Log10(y[i]).
The modified Vector.
Modifies a , y, by replacing each element y[i] with y[i] % x[i].
A Vector.
The modified Vector.
Occurs when the Vector and have different dimensions.
Modifies a , y, by replacing each element y[i] with y[i] % x.
A double.
The modified Vector.
Modifies a , y, by replacing each element y[i] with y[i] * x[i].
A Vector.
The modified Vector.
Occurs when the Vector and have different dimensions.
Modifies a , y, by replacing each element y[i] with y[i] * x.
A double.
The modified Vector.
Modifies the , y, by replacing each element y[i] with Pow(y[i],x[i]).
A Vector.
The modified Vector.
Occurs when the Vector and have different dimensions.
Modifies a , y, by replacing each element y[i] with Pow(y[i],x).
A double.
The modified Vector.
Modifies a , y, by replacing each element y[i] with Round(y[i]).
The modified Vector.
Modifies a , y, by replacing each element y[i] with Sign(y[i]).
The modified Vector.
Modifies a , y, by replacing each element y[i] with Sin(y[i]).
The modified Vector.
Modifies a , y, by replacing each element y[i] with Sinh(y[i]).
The modified Vector.
Modifies a , y, by replacing each element y[i] with Sqrt(y[i]).
The modified Vector.
Modifies a , y, by replacing each element y[i] with y[i] - x[i].
A Vector.
The modified Vector.
Occurs when the Vector and have different dimensions.
Modifies a , y, by replacing each element y[i] with y[i] - x.
A double.
The modified Vector.
Modifies a , y, by replacing each element y[i] with Tan(y[i]).
The modified Vector.
Modifies a , y, by replacing each element y[i] with Tanh(y[i]).
The modified Vector.
Modifies the by replacing its element with a bin number.
The number of evenly-spaced bins.
The modified Vector.
Occurs when N is less than one.
Modifies the by replacing each element with a bin number.
edges[i] and edges[i+1] are the edges of the ith bin.
The modified Vector.
If an element of the Vector is not in any bin, it is replaced by Constant.NaN.
Occurs when there are less than two bin .
Occurs when the bin edges are not in increasing order.
Returns a copy of the instance.
Modifies a , y, by replacing each element y[i] with y[0]*...*y[i].
The modified Vector.
Modifies a , y, by replacing each element y[i] with y[0]+...+y[i].
The modified Vector.
Modifies a by reversing the order of its elements.
The modified Vector.
Modifies the by sorting the elements by value in ascending order.
The modified Vector.
Modifies a by switching its orientation. A row Vector is converted to a column
Vector and vice versa.
The modified Vector.
An indexer that gets and sets a single element of a .
An index that specifies an element of the Vector.
The specified element of the Vector.
Occurs if the Vector is indexed with more than two indices.
Occurs if the Vector is indexed below 0 or above its length.
Occurs if a row Vector is indexed with two indices and the first index is greater than 0.
Occurs if a column Vector is indexed with two indices and the second index is greater than 0.
Occurs if the empty Vector is indexed.
An indexer that gets or sets a set of elements in a .
A Vector of integer indices.
A Vector of elements specified by the
Occurs if the Vector is indexed below 0 or above its length.
Occurs if the empty Vector is indexed.
Occurs if the indices are not integers.
Contains version information for the Infragistics assemblies.
Major.Minor number portion of the assembly version
Build number portion of the assembly version
Revision number portion of the assembly version
Assembly version number
Location of the resources for toolbox bitmaps.
Assembly company name
End year of assembly copyright
The assembly version number for the satellite assemblies.
The current build configuration for the assembly.