1H.O.D. Department of Mathematics and Arts, Commerce and Science College, Amravati, 444606 (M.S.) India
2Department of Mathematics, P.R. Patil Institute of polytechnic and Technology, Amravati, 444606 (M.S.) India
Online published on 4 May, 2019.
The Fractional Fourier transform (FRFT) is the generalization of classical Fourier transform. It can analyze the signal in between the time and frequency domain. The most possible application of the FRFT are optical signal processing, quantum mechanics, optimal filtering. We defined two-dimensional Offset Fractional Fourier transform. The Offset Fractional Fourier transform is the space shifted frequency modulated version of original one. Aim of this paper this paper to present two-dimensional Offset Fractional Fourier transform of some signals.
Fourier transform, Fractional Fourier Transform, Two-dimensional Offset Fractional Fourier transform, Generalized Function, Testing function Space
