Novel classes on generating functions for the products of Gaussian Pell Padovan and Gassian Perrin numbers.

Abstract

In this work, we prove a new theorem by using properties related to symmetric functions. All of the conclusions drawn in this work are based on this theorem. We introduce new generating functions for the product of Gaussian Pell and Padovan numbers, Gaussian Perrin numbers with (p, q)-numbers, and the product of earlier Gaussian numbers with bivariate polynomials.