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SIMULTANEOUS DUAL INTEGRAL EQUATIONS OF CONVOLUTION TYPE
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Author(s):
PRAKASH GANIGA , MS PRASHANTH , R.K. SAINI
Vol - 10, Issue- 1 ,
Page(s) : 140 - 150
(2020 )
DOI : https://doi.org/10.32804/RJSET
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Abstract
The aim of this paper is to solve a dual integral equation by changing it into an integral equation by use of mellin transform whose kernel involves Generalized Hermite Polynomial with suitable parameter. We believe that there are some more possible way to reduce such dual integral equations using different transform like those of Henkel, Fourier etc. For the sake of example we choose a dual integral equation of certain type and obtained an integral equation by use of fractional operator and mellin transform.
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