IDENTITIES FOR THE FRACTIONAL HANKEL TRANSFORM

Journal Title: Journal of Science And Arts - Year 2013, Vol 24, Issue 3

Abstract

In the present paper the Parseval-Goldstein type theorems, involving the fractional Hankel, fractional Fourier, and fractional Laplace transform are given. The identities proven in this paper can used to evaluate infinite integral of some special functions

Authors and Affiliations

ALKA GUDADHE, RAJENDRA TAYWADE, VIDYA MAHALLE

Keywords

Related Articles

OPTICAL PROPERTIES OF CdTe/CdS SOLAR CELLS DETERMINED BY INFRARED FOURIER TRANSFORMER (FTIR) SPECTROSCOPY

CdS/CdTe solar cells have attracted much attention as the most suitable candidate for thin-film compound solar cells, and research is being conducted to establish the viability of these devices. Although the films are po...

ANTIODIDANT AND RADIOPROTECTIVE FEATURES OF ROSEMARY (ROSMARINUS OFFICINALIS) EXTRACTS

Numerous studies have examined the radioprotective effects of antioxidant compounds, generally known like free radical scavengers, which protect cells from free radical damage. Various plant extracts have been investigat...

WAYS TO OBTAIN THE BERNSTEIN-STANCU OPERATORS

In this paper we present a probabilistic way to obtain Bernstein Stancu type operators.

SELF-PROPULSION OF THIN PROFILES. AN ANALYTIC APPROACH

The paper deals with the incompressible flow past oscillating thin profiles.

ANOTHER LOOK AT THE TIME AS GEOMETRICAL PARAMETER IN THE KINEMATICS

In this paper we showed the contribution of time in kinematics by the different examples. Via these examples we have clearly showed that release time can be used as a geometrical parameter. We tried to select examples so...

Download PDF file
  • EP ID EP130845
  • DOI -
  • Views 226
  • Downloads 0

How To Cite

ALKA GUDADHE, RAJENDRA TAYWADE, VIDYA MAHALLE (2013). IDENTITIES FOR THE FRACTIONAL HANKEL TRANSFORM. Journal of Science And Arts, 24(3), 231-240. https://europub.co.uk./articles/-A-130845