Fft 2D<T>.Backward Transform Method
Definition
Assembly: Numerics.NET (in Numerics.NET.dll) Version: 9.0.3
Overload List
BackwardTransform(ComplexConjugateSignalMatrix<T>)
public DenseMatrix<T> BackwardTransform(
ComplexConjugateSignalMatrix<T> input
)
Parameters
- input ComplexConjugateSignalMatrix<T>
- A ComplexConjugateSignalMatrix<T> matrix to hold the transformed signal.
Return Value
DenseMatrix<T>BackwardTransform(Matrix<Complex<T>>)
public DenseMatrix<Complex<T>> BackwardTransform(
Matrix<Complex<T>> input
)
Parameters
Return Value
DenseMatrix<Complex<T>>A complex dense matrix containing the transformed signal.
BackwardTransform<TStorage2D>(TStorage2D, TStorage2D)
public void BackwardTransform<TStorage2D>(
TStorage2D input,
TStorage2D output
)
where TStorage2D : Object, IStorage2D<Complex<T>>
Parameters
- input TStorage2D
- A complex 2D array containing the input signal.
- output TStorage2D
- A complex 2D array to hold the transformed signal.
Type Parameters
- TStorage2D
Exceptions
Invalid | The Fourier transform implementation is not configured to accept real input. |
Argument | input is null. -or- output is null. |
Dimension | The length of input does not equal the length of output. |
BackwardTransform<TStorage2D, TComplexStorage2D>(TComplexStorage2D, TStorage2D)
public void BackwardTransform<TStorage2D, TComplexStorage2D>(
TComplexStorage2D input,
TStorage2D output
)
where TStorage2D : Object, IStorage2D<T>
where TComplexStorage2D : Object, IStorage2D<Complex<T>>
Parameters
- input TComplexStorage2D
- A complex 2D array to hold the transformed signal.
- output TStorage2D
- A real 2D array containing the input signal.
Type Parameters
- TStorage2D
- TComplexStorage2D
Exceptions
Argument | input is null. -or- output is null. |
Dimension | The length of input does not equal the length of output. |
BackwardTransform(ComplexConjugateSignalMatrix<T>, DenseMatrix<T>)
public void BackwardTransform(
ComplexConjugateSignalMatrix<T> input,
DenseMatrix<T> output
)
Parameters
- input ComplexConjugateSignalMatrix<T>
- A complex dense matrix to hold the transformed signal.
- output DenseMatrix<T>
- A Double matrix containing the input signal.
Exceptions
Argument | input is null. -or- output is null. |
Dimension | The length of input does not equal the length of output. |
BackwardTransform(DenseMatrix<Complex<T>>, DenseMatrix<Complex<T>>)
public void BackwardTransform(
DenseMatrix<Complex<T>> input,
DenseMatrix<Complex<T>> output
)
Parameters
- input DenseMatrix<Complex<T>>
- A complex dense matrix containing the input signal.
- output DenseMatrix<Complex<T>>
- A complex dense matrix to hold the transformed signal.
Exceptions
Invalid | The Fourier transform implementation is not configured to accept real input. |
Argument | input is null. -or- output is null. |
Dimension | The length of input does not equal the length of output. |
BackwardTransform(Matrix<Complex<T>>, Matrix<T>)
public void BackwardTransform(
Matrix<Complex<T>> input,
Matrix<T> output
)
Parameters
Exceptions
Invalid | The Fourier transform implementation is not configured to accept real input. |
Argument | input is null. -or- output is null. |
BackwardTransform(Matrix<Complex<T>>, Matrix<Complex<T>>)
public void BackwardTransform(
Matrix<Complex<T>> input,
Matrix<Complex<T>> output
)
Parameters
BackwardTransform(ReadOnlySpan2D<Complex<T>>, Span2D<T>)
public void BackwardTransform(
ReadOnlySpan2D<Complex<T>> input,
Span2D<T> output
)
Parameters
- input ReadOnlySpan2D<Complex<T>>
- output Span2D<T>
BackwardTransform(ReadOnlySpan2D<Complex<T>>, Span2D<Complex<T>>)
public void BackwardTransform(
ReadOnlySpan2D<Complex<T>> input,
Span2D<Complex<T>> output
)
Parameters
BackwardTransform(Matrix<Complex<T>>, Matrix<T>, RealFftFormat)
public void BackwardTransform(
Matrix<Complex<T>> input,
Matrix<T> output,
RealFftFormat outputFormat
)
Parameters
- input Matrix<Complex<T>>
- A complex matrix containing the transformed signal.
- output Matrix<T>
- A Double matrix to hold the restored real signal.
- outputFormat RealFftFormat
- A RealFftFormat value that specifies whether to return a one-sided or a two-sided transform.
Remarks
Use this method to compute the inverse Fourier transform of a real signal. The outputFormat specifies whether the input contains the full complex transform (TwoSided), or only the first n/2+1 terms of the transformed signal (OneSided), where n is the length of the transform.
Exceptions
Invalid | The Fourier transform implementation is not configured to accept real input. |
Argument | input is null. -or- output is null. |
Argument | outputFormat is not a valid RealFftFormat value. |
Dimension | outputFormat equals OneSided and the length of input does not equal half the length of output plus one. -or- outputFormat equals TwoSided and the length of input does not equal the length of output. |
BackwardTransform(ReadOnlySpan<Complex<T>>, Int32, Span<T>, Int32)
public abstract void BackwardTransform(
ReadOnlySpan<Complex<T>> input,
int inputLeadingDimension,
Span<T> output,
int outputLeadingDimension
)
Parameters
- input ReadOnlySpan<Complex<T>>
- A span containing a complex 2D array to hold the transformed signal.
- inputLeadingDimension Int32
- The number of elements between the start of successive columns in input.
- output Span<T>
- A span containing a real 2D array containing the input signal.
- outputLeadingDimension Int32
- The number of elements between the start of successive columns in output.
BackwardTransform(ReadOnlySpan<Complex<T>>, Int32, Span<Complex<T>>, Int32)
public abstract void BackwardTransform(
ReadOnlySpan<Complex<T>> input,
int inputLeadingDimension,
Span<Complex<T>> output,
int outputLeadingDimension
)
Parameters
- input ReadOnlySpan<Complex<T>>
- A span containing a complex 2D array containing the input signal.
- inputLeadingDimension Int32
- The number of elements between the start of successive columns in input.
- output Span<Complex<T>>
- A span containing a complex 2D array to hold the transformed signal.
- outputLeadingDimension Int32
- The number of elements between the start of successive columns in output.
Exceptions
Invalid | The Fourier transform implementation is not configured to accept real input. |