Abstract
We study the symmetric properties for the multivariate -adic invariant integral on related to the twisted generalized Euler polynomials of higher order.
Highlights
Throughout this paper, the symbols Z, Zp, Qp, and Cp denote the ring of rational integers, the ring of p-adic integers, the field of p-adic rational numbers, and the completion of algebraic closure of Qp, respectively
Let N be the set of natural numbers
The normalized valuation in Cp is denoted by | · |p with |p|p 1/p
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Summary
Associated with the Twisted Generalized Euler Polynomials of Higher Order
We study the symmetric properties for the multivariate p-adic invariant integral on Zp related to the twisted generalized Euler polynomials of higher order
Introduction
Journal of Inequalities and Applications
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