On a class of multiplicative-convolution equations

Abstract

The aim of this paper is to prove the existence and uniqueness of solution for one class multiplicative-convolution equations in space A'+, where A'+ is the space of distributions on ℝ, which are boundary values (in the sense tempered distributions) of functions analytic in upper half-plane of complex plane. © 2014 Layla Salekhova and Elvira Chebotareva.