Numerical implementation of FrFT concepts for mini-project ph312
We established the concept of fractional Fourier transform representing ordinary Fourier transform as a particular case of FrFT. We studied in detail the various steps involved in the implementation of the fast fractional Fourier transform. We showed the experimental results based on the implementation of the fast fractional Fourier transform. Lastly, we obtained an expression for a new type of convolution for fractional Fourier transform and verified the theorems using graphical analysis. Two-dimensional implementation of fractional convolution was also established and verified.