Overload List
| Name | Description | |
|---|---|---|
| Real(DoubleBandMatrix) |
Calculates the real parts of a given matrix's elements. In this case, since there
are no imaginary parts, this method simply returns the given matrix.
| |
| Real(DoubleComplexBandMatrix) |
Calculates the real parts of a given matrix's elements.
| |
| Real(DoubleComplexLowerTriMatrix) |
Calculates the real parts of a given matrix's elements.
| |
| Real(DoubleComplexTriDiagMatrix) |
Calculates the real parts of a given matrix's elements.
| |
| Real(DoubleComplexUpperTriMatrix) |
Calculates the real parts of a given matrix's elements.
| |
| Real(DoubleHermitianBandMatrix) |
Calculates the real parts of a given matrix's elements.
| |
| Real(DoubleHermitianMatrix) |
Creates a new symmetric matrix made up of the real parts of the given Hermitian matrix.
| |
| Real(DoubleLowerTriMatrix) |
Calculates the real parts of a given matrix's elements. In this case, since there
are no imaginary parts, this method simply returns the given matrix.
| |
| Real(DoubleSymBandMatrix) |
Calculates the real parts of a given matrix's elements. In this case, since there
are no imaginary parts, this method simply returns the given matrix.
| |
| Real(DoubleSymmetricMatrix) |
Calculates the real parts of a given matrix's elements. In this case, since there
are no imaginary parts, this method simply returns the given matrix.
| |
| Real(DoubleTriDiagMatrix) |
Calculates the real parts of a given matrix's elements. In this case, since there
are no imaginary parts, this method simply returns the given matrix.
| |
| Real(DoubleUpperTriMatrix) |
Calculates the real parts of a given matrix's elements. In this case, since there
are no imaginary parts, this method simply returns the given matrix.
| |
| Real(FloatBandMatrix) |
Calculates the real parts of a given matrix's elements. In this case, since there
are no imaginary parts, this method simply returns the given matrix.
| |
| Real(FloatComplexBandMatrix) |
Calculates the real parts of a given matrix's elements.
| |
| Real(FloatComplexLowerTriMatrix) |
Calculates the real parts of a given matrix's elements.
| |
| Real(FloatComplexTriDiagMatrix) |
Calculates the real parts of a given matrix's elements.
| |
| Real(FloatComplexUpperTriMatrix) |
Calculates the real parts of a given matrix's elements.
| |
| Real(FloatHermitianBandMatrix) |
Calculates the real parts of a given matrix's elements.
| |
| Real(FloatHermitianMatrix) |
Creates a new symmetric matrix made up of the real parts of the given Hermitian matrix.
| |
| Real(FloatLowerTriMatrix) |
Calculates the real parts of a given matrix's elements. In this case, since there
are no imaginary parts, this method simply returns the given matrix.
| |
| Real(FloatSymBandMatrix) |
Calculates the real parts of a given matrix's elements. In this case, since there
are no imaginary parts, this method simply returns the given matrix.
| |
| Real(FloatSymmetricMatrix) |
Calculates the real parts of a given matrix's elements. In this case, since there
are no imaginary parts, this method simply returns the given matrix.
| |
| Real(FloatTriDiagMatrix) |
Calculates the real parts of a given matrix's elements. In this case, since there
are no imaginary parts, this method simply returns the given matrix.
| |
| Real(FloatUpperTriMatrix) |
Calculates the real parts of a given matrix's elements. In this case, since there
are no imaginary parts, this method simply returns the given matrix.
|