Method for performing a Fourier Transformation which is especially adapted to the transmission function of human sensory organs, by which a time function x(k) is mapped out of the time domain into the frequency domain as a sum of frequency lines X(n) with a defined number of frequency lines and a defined frequency distribution, characterized in, that
- the a time signal or time function x(k) is multiplied by a cosine sample value cos(cnk) and sine sample value sin(cnk) of the corresponding frequency n to obtain a first real component and a first imaginary component respectively,
- said first real component and said first imaginary component are each filtered independently in a low pass filter with both low pass filters being adapted to the frequency to obtain a second real component and a second imaginary component respectively and
- the square root of the sum of each the squared second real component and the second imaginary component is determined to obtain the absolute value |X(n)| of the corresponding frequency line X(n).