The Discrete Factional Fourier Transform on the GDFT Matrix, By Ali Bagheri-Bardi

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.