We construct and study a certain zeta function which interpolates multi-poly-Bernoulli
numbers at nonpositive integers and whose values at positive integers are linear …

POLY-EULER POLYNOMIALS AND ARAKAWA–KANEKO TYPE ZETA FUNCTIONS
Yoshinori Hamahata 1. Introduction Euler polynomials En(x) (n = Page 1 Functiones et …

The concept of poly-Cauchy numbers was recently introduced by the author. The poly-
Cauchy number is a generalization of the Cauchy number just as the poly-Bernoulli number …

By using the associated and restricted Stirling numbers of the second kind, we give some
generalizations of the poly-Bernoulli numbers. We also study their arithmetical and …

Different two generalizations of the Dirichlet L-functions which are based on the construction
of Arakawa–Kanekoʼs zeta function are treated. Further special values at non-positive …

In this article, we present a variety of evaluations of series of polylogarithmic nature. More
precisely, we express the special values at positive integers of two classes of zeta functions …

By using the restricted and associated Stirling numbers of the first kind by generalizing the
(unsigned) Stirling numbers of the first kind, we define the incomplete poly-Cauchy numbers …

In this paper, we establish more properties of generalized poly-Euler polynomials with three
parameters and we investigate a kind of symmetrized generalization of poly-Euler …

In this paper we investigate special generalized Bernoulli polynomials with a, b, c
parameters that generalize classical Bernoulli numbers and polynomials. The present paper …

In this paper we present some new identities for multiple polylogarithms (abbr. MPLs) and
multiple harmonic star sums (abbr. MHSSs) by using the methods of iterated integral …