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Application of FFT Fast Laplace Transform FLT

1 Principle and Algorithms of the Fast Fourier Transform (FFT) [42] The complex DPT is defined in the following form  [Pg.221]

The following form of mafrix is included in fhe previous mafrices  [Pg.223]

In the matrix [T], interchanging the second and third columns, then the following form of mafrix is found  [Pg.224]

Expressing fhe subscripfs of each mafrix by fhe binary code, [Pg.224]

The inverse Fourier transform of Equation 2.62 can be calculated in the previous manner. The more general description is described in many publications. [Pg.225]


See other pages where Application of FFT Fast Laplace Transform FLT is mentioned: [Pg.221]   


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