A new class of generalized polynomials involving Laguerre and Euler polynomials

Motivated by their importance and potential for applications in a variety of research fields, recently, numerous polynomials extensions have been introduced investigated. In this paper, we modify the known generating functions polynomials, due to both Milne-Thomsons Dere-Simsek, introduce new class present some involved properties. As obvious special cases newly also power sum-Laguerre-Hermite generalized Laguerre Euler give certain identities formulas. We point out that our main results, being very general, are specialised yield number involving relatively simple familiar polynomials.