On a Polyconvolution with a Weight Function for Fourier Cosine and Laplace Transforms
N. M. Khoa



In this paper, we introduce the generalized convolution with a weight function for the Hartley and Fourier cosine transforms. Several algebraic properties and applications of this generalized convolution to solving a class of integral equations of Toeplitz plus Hankel type and a class of systems of integral equations are presented.