The Discrete Factional Fourier Transform on the GDFT Matrix, By Taher Yazdanpanah

Research

Title	The Discrete Factional Fourier Transform on the GDFT Matrix
Type	Presentation
Keywords	Discrete Tigonometric Tansform, Discrete Fractional Fourier Transform, Eigenvalues, Eigenvectors
Researchers	Ali Bagheri-Bardi (Second researcher) , Taher Yazdanpanah (Third researcher)

Abstract

A novel discrete fractional Fourier transform (DFrFT) based solely on the GDFT matrix is introduced for a special case. Eigenvectors of the G matrix are derived in a straightforward manner, and the multiplicity of eigenvalues has also been computed.