A note on three variable symmetric identities for $q$-Euler polynomials arising from fermionic $p$-adic integral on $ℤ_p$
This paper is made freely available by the publisher.
Full text: Download
Preprint: archiving forbidden
Postprint:
archiving forbidden
Data provided by 
Abstract
Recently, Kim - Kim have given some interesting new three variable symmetric identities involving Carlitz-type $q$-Euler polynomials({see}\ [5]). In this paper, we investigate some properties of symmetric identies for the modified $q$-Euler polynomials which are slightly different the symmetric identities of Kim - Kim for the Carlitz-type $q$-Euler polynomials.