ON THE POLYCONVULUTION WITH THE WEIGHT FUNCTION y(y)=sin y OF HARTLEY INTEGRAL TRANFORMS H₁, H₂, H AND INTEGRAL EQUATION

Authors

  • khoa

DOI:

https://doi.org/10.5281/

Keywords:

Integral equation, convolution, generalized convolution, polyconvolution, Hartley integral transforms.

Abstract

In this article, we introduce and investigate a new polyconvolution with the weight function y (y)=sin y of Hartley integral transforms H, H, H. Several algebraic properties and appbications of this polyconvolution to solving a class of integral equation of Toeplitz plus hankel type and a class of systems of integral equations are presented.

Published

2025-01-21