A convolution product for the solutions of partial difference equations

Abstract

This paper is concerned with linear partial difference operators L having constant coefficients. The functions considered are defined only on the lattice points of the complex plane. It is shown that with any two solutions of Lu(z) = 0 there is associated a new solution which is represented as a convolution product. This product may be considered as a type… (More)

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Cite this paper

@inproceedings{Duffin2015ACP, title={A convolution product for the solutions of partial difference equations}, author={Richard James Duffin and Joan Rohrer}, year={2015} }