On the Identities Involving Special Polynomials Arising From Point of View of Fractional Calculus

TL;DR

This paper explores properties and identities of special polynomials derived from Caputo-fractional derivatives, advancing understanding in fractional calculus and polynomial theory.

Contribution

It introduces new identities and properties of special polynomials linked to fractional calculus, specifically from the Caputo derivative perspective.

Findings

Derived numerous identities of special polynomials

Established properties related to fractional derivatives

Enhanced theoretical understanding of polynomial structures in fractional calculus

Abstract

In the present paper, we investigate some interesting properties including several special polynomials arising from Caputo-fractional derivative. From our investigation, we derive a lot of interesting identities of several special polynomials.