IGLib  1.7.2
The IGLib base library EXTENDED - with other lilbraries and applications.
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Meta.Numerics.Matrices.SquareMatrix Member List

This is the complete list of members for Meta.Numerics.Matrices.SquareMatrix, including all inherited members.

AnyMatrix()Meta.Numerics.Matrices.AnyMatrix< T >inlineprotected
AnyRectangularMatrix()Meta.Numerics.Matrices.AnyRectangularMatrixinlineprotected
Column(int c)Meta.Numerics.Matrices.SquareMatrixinlinevirtual
ColumnCountMeta.Numerics.Matrices.AnySquareMatrix
Copy()Meta.Numerics.Matrices.SquareMatrixinline
dimensionMeta.Numerics.Matrices.SquareMatrixprivate
DimensionMeta.Numerics.Matrices.SquareMatrix
Eigensystem()Meta.Numerics.Matrices.SquareMatrixinline
Eigenvalues()Meta.Numerics.Matrices.SquareMatrixinline
Equals(AnyRectangularMatrix other)Meta.Numerics.Matrices.AnyRectangularMatrixinline
Equals(object obj)Meta.Numerics.Matrices.AnyRectangularMatrixinline
Fill(Func< int, int, T > f)Meta.Numerics.Matrices.AnyMatrix< T >inlinevirtual
FrobeniusNorm()Meta.Numerics.Matrices.AnyRectangularMatrixinlinevirtual
GetHashCode()Meta.Numerics.Matrices.AnyRectangularMatrixinline
InfinityNorm()Meta.Numerics.Matrices.SquareMatrixinlinevirtual
Inverse()Meta.Numerics.Matrices.SquareMatrixinline
IsReadOnlyMeta.Numerics.Matrices.AnyMatrix< T >
LUDecomposition()Meta.Numerics.Matrices.SquareMatrixinline
MultiplySelfByTranspose()Meta.Numerics.Matrices.AnyRectangularMatrixinlinevirtual
MultiplyTransposeBySelf()Meta.Numerics.Matrices.AnyRectangularMatrixinlinevirtual
OneNorm()Meta.Numerics.Matrices.SquareMatrixinlinevirtual
operator!=(AnyRectangularMatrix A, AnyRectangularMatrix B)Meta.Numerics.Matrices.AnyRectangularMatrixinlinestatic
operator*(SquareMatrix A, SquareMatrix B)Meta.Numerics.Matrices.SquareMatrixinlinestatic
operator*(SquareMatrix A, ColumnVector v)Meta.Numerics.Matrices.SquareMatrixinlinestatic
operator*(double alpha, SquareMatrix A)Meta.Numerics.Matrices.SquareMatrixinlinestatic
operator*(SquareMatrix A, double alpha)Meta.Numerics.Matrices.SquareMatrixinlinestatic
Meta::Numerics::Matrices::AnySquareMatrix.operator*(AnySquareMatrix A, AnySquareMatrix B)Meta.Numerics.Matrices.AnySquareMatrixinlinestatic
Meta::Numerics::Matrices::AnyRectangularMatrix.operator*(AnyRectangularMatrix A, AnyRectangularMatrix B)Meta.Numerics.Matrices.AnyRectangularMatrixinlinestatic
Meta::Numerics::Matrices::AnyRectangularMatrix.operator*(double alpha, AnyRectangularMatrix A)Meta.Numerics.Matrices.AnyRectangularMatrixinlinestatic
Meta::Numerics::Matrices::AnyRectangularMatrix.operator*(AnyRectangularMatrix A, ColumnVector v)Meta.Numerics.Matrices.AnyRectangularMatrixinlinestatic
operator+(SquareMatrix A, SquareMatrix B)Meta.Numerics.Matrices.SquareMatrixinlinestatic
Meta::Numerics::Matrices::AnySquareMatrix.operator+(AnySquareMatrix A, AnySquareMatrix B)Meta.Numerics.Matrices.AnySquareMatrixinlinestatic
Meta::Numerics::Matrices::AnyRectangularMatrix.operator+(AnyRectangularMatrix A, AnyRectangularMatrix B)Meta.Numerics.Matrices.AnyRectangularMatrixinlinestatic
operator-(SquareMatrix A, SquareMatrix B)Meta.Numerics.Matrices.SquareMatrixinlinestatic
operator-(SquareMatrix A)Meta.Numerics.Matrices.SquareMatrixinlinestatic
Meta::Numerics::Matrices::AnySquareMatrix.operator-(AnySquareMatrix A, AnySquareMatrix B)Meta.Numerics.Matrices.AnySquareMatrixinlinestatic
Meta::Numerics::Matrices::AnyRectangularMatrix.operator-(AnyRectangularMatrix A, AnyRectangularMatrix B)Meta.Numerics.Matrices.AnyRectangularMatrixinlinestatic
operator==(AnyRectangularMatrix A, AnyRectangularMatrix B)Meta.Numerics.Matrices.AnyRectangularMatrixinlinestatic
Power(int n)Meta.Numerics.Matrices.SquareMatrixinline
QRDecomposition()Meta.Numerics.Matrices.SquareMatrixinline
Row(int r)Meta.Numerics.Matrices.SquareMatrixinlinevirtual
RowCountMeta.Numerics.Matrices.AnySquareMatrix
SingularValueDecomposition()Meta.Numerics.Matrices.SquareMatrixinline
SquareMatrix(int dimension)Meta.Numerics.Matrices.SquareMatrixinline
SquareMatrix(double[,] entries)Meta.Numerics.Matrices.SquareMatrixinline
storeMeta.Numerics.Matrices.SquareMatrixprivate
this[int r, int c]Meta.Numerics.Matrices.SquareMatrix
ToArray()Meta.Numerics.Matrices.AnyMatrix< T >inlinevirtual
Trace()Meta.Numerics.Matrices.AnySquareMatrixinlinevirtual
Transpose()Meta.Numerics.Matrices.SquareMatrixinline