A numerical computation of the roots of q-Euler polynomials

Recently several authors studied the q-extension of Eider numbers and polynomials(see [1-8]). In this paper we construct the q-Euler number E(n,q) and Polynomials E(n,q)(x). We also observe the behavior of complex roots of the q-Euler polynomials E(n,q)(s), Using numerical investigation. By means of numerical experiments, we demonstrate a. remarkably regular structure of the complex roots of the q-Euler polynomials E(n,q)(x). Finally, we give a table for the, solutions of the q-Euler polynomials E(n,q)(x).