A Symbolic Approach to Some Indentities for Bernoulli-Barnes Polynomials
Lin Jiu, Victor H. Moll, Christophe Vignat
TL;DR
This paper employs a symbolic method to explore and establish properties of Bernoulli-Barnes polynomials, contributing to the theoretical understanding of these mathematical objects.
Contribution
It introduces a symbolic approach to derive new identities and properties of Bernoulli-Barnes polynomials, enhancing existing theoretical frameworks.
Findings
Derived new identities for Bernoulli-Barnes polynomials
Established properties using symbolic methods
Contributed to the theoretical understanding of these polynomials
Abstract
A symbolic method is used to establish some properties of the Bernoulli-Barnes polynomials.
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