Symmetry identities for 2-variable Apostol type and related polynomials

TL;DR

This paper derives symmetry identities for 2-variable Apostol type polynomials and their special cases, providing new insights into their structural properties and relationships among related polynomial families.

Contribution

It introduces new symmetry identities for 2-variable Apostol type polynomials and explores their special cases and related polynomial families.

Findings

Derived symmetry identities for 2-variable Apostol type polynomials

Established symmetry identities for special cases and related polynomials

Enhanced understanding of structural relationships among polynomial families

Abstract

In this article, certain symmetry identities for the 2-variable Apostol type polynomials are derived. By taking suitable values of parameters and indices, the symmetry identities for the special cases of the 2-variable Apostol type polynomials are established. Further, the symmetry identities for certain members belonging to the 2-variable Apostol type polynomials are also considered.