International Journal of Research in Engineering and Applied Sciences
  • Year: 2016
  • Volume: 6
  • Issue: 2

Operational Calculus on Generalized Two-Dimensional Offset Fractional Fourier Transform

  • Author:
  • V. D. Sharma1, M. M. Thakare2
  • Total Page Count: 5
  • Page Number: 57 to 61

1Department of Mathematics, Arts, Commerce and Science College, Amravati, 444606, Maharashtra, India

2Department of Mathematics, P.R. Patil Institute of polytechnic and Technology, Amravati, 444606, Maharashtra, India

Online published on 18 March, 2017.

Abstract

Fractional Fourier Transform (FRFT) is a linear transform generalized from the conventional Fourier transform. It has much attention in recent years. Many properties of the Fractional Fourier transform are well known in signal community and processing applied into information encryption and image processing. The Offset FRFT is more flexible than the original FRFT. In this paper we present generalization of Two Dimensional Offset Fractional Fourier transform(2D Offset FRFT) in distributional sense. Operational calculus on the generalized Two Dimensional Offset Fractional Fourier Transform is presented

Keywords

Fractional Fourier transform, Two-dimensional Offset Fractional Fourier transform, Two Dimensional Fractional Fourier Transform, Generalized Function