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  • Extreme.Mathematics.LinearAlgebra.Complex
    • ComplexBandVector Class
    • ComplexCholeskyDecomposition Class
    • ComplexColumnCollection Structure
    • ComplexConstantMatrix Class
    • ComplexConstantVector Class
    • ComplexDecomposition Class
    • ComplexDenseMatrix Class
    • ComplexDenseVector Class
    • ComplexDiagonalMatrix Class
    • ComplexHermitianMatrix Class
    • ComplexLeastSquaresSolver Class
    • ComplexLinearOperator Class
    • ComplexLUDecomposition Class
    • ComplexMatrixView Class
    • ComplexQRDecomposition Class
    • ComplexRowCollection Structure
    • ComplexSingularValueDecomposition Class
    • ComplexTriangularMatrix Class
    • ComplexVectorView Class
    • ComposedComplexMatrix Class
    • ComposedComplexVector Class
    • IComplexLeastSquaresSolver Interface
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    • SingleComplexBandVector Class
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  • ComplexConstantMatrix Class
    • ComplexConstantMatrix Constructor
    • ComplexConstantMatrix Properties
    • Methods
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  • GetValue Method
ComplexConstantMatrixGetValue Method Extreme Optimization Numerical Libraries for .NET Professional
Gets the matrix component at the specified position.

Namespace: Extreme.Mathematics.LinearAlgebra.Complex
Assembly: Extreme.Numerics.Net40 (in Extreme.Numerics.Net40.dll) Version: 6.0.16073.0 (6.0.17114.0)
Syntax

C#
VB
C++
F#
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public override DoubleComplex GetValue(
	int row,
	int column
)
Public Overrides Function GetValue ( 
	row As Integer,
	column As Integer
) As DoubleComplex
public:
virtual DoubleComplex GetValue(
	int row, 
	int column
) override
abstract GetValue : 
        row : int * 
        column : int -> DoubleComplex 
override GetValue : 
        row : int * 
        column : int -> DoubleComplex 

Parameters

row
Type: SystemInt32
The zero-based row index of the element to get or set.
column
Type: SystemInt32
The zero-based column index of the element to get or set.

Return Value

Type: DoubleComplex
The component of the Matrix in the columnth column of the rowth row.
Remarks

This method does not perform bounds checking. It is provided for optimized access in situations where the arguments are known to be within bounds. If either argument is outside its valid range, the result is unspecified.

Version Information

Numerical Libraries

Supported in: 5.x, 4.x
See Also

Reference

ComplexConstantMatrix Class
Extreme.Mathematics.LinearAlgebra.Complex Namespace

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