NOVEL IDENTITIES INVOLVING GENERALIZED CARLITZ`S TWISTED $q$-EULER POLYNOMIALS ATTACHED TO $\chi$ UNDER $S_4$

Authors : UGUR DURAN, MEHMET ACIKGOZ

Pages : 49-55

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Publication Date : 2017-04-01

Article Type : Research Paper

Abstract :The essential purpose of this paper is to give some novel symmetric identities for generalized Carlitz`s twisted $q$-Euler polynomials attached to $\chi$ based on the fermionic $p$-adic invariant integral on $Z_p$ under $S_4$.
Keywords : Fermionic p adic invariant integral on Zp, Invariant under S4, Sym metric identities, Generalized Carlitz`s twisted q Euler polynomials