A new Generating Function of Exponential Polynomials and its Applications to the Related Polynomials and Numbers

Abstract

In this paper we use computational method based on operational point of view to prove a new generating function of exponential polynomials. We give its applications involving geometric polynomials, Bernoulli and Euler numbers.

References in corpus (2)

• Apostol-Bernoulli functions, derivative polynomials and Eulerian polynomials
• Extended Bernoulli and Stirling matrices and related combinatorial identities