Symmetric identities for Euler polynomials
Yong Zhang, Zhi-Wei Sun, Hao Pan
TL;DR
This paper presents new symmetric identities involving sums of products of Euler polynomials, expanding the mathematical understanding of their properties.
Contribution
It introduces two novel symmetric identities for sums of products of Euler polynomials, contributing to the theoretical study of these polynomials.
Findings
Two symmetric identities for Euler polynomial sums established
Enhanced understanding of Euler polynomial properties
Potential applications in related mathematical fields
Abstract
In this paper we establish two symmetric identities on sums of products of Euler polynomials.
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Taxonomy
TopicsAdvanced Mathematical Identities · Advanced Combinatorial Mathematics · Advanced Algebra and Geometry