SYMMETRIC p-ADIC INVARIANT INTEGRAL ON ℤp FOR THE GENERALIZED TWISTED EULER POLYNOMIALS.

Recently the symmetry identities for the generalized twisted Euler polynomials attached to X in complex number field are studied in [7]. These symmetry identities are interesting and valuable. In this paper, we investigate the symmetric properties for the p-adic invariant integral on ℤp. From these symmetric properties, we derive the different proof for the symmetry identities of the generalized twisted Euler polynomials which was treated in [7]. [ABSTRACT FROM AUTHOR]