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Toplam kayıt 4, listelenen: 1-4
Analysis of higher-order peters-type combinatorial numbers and polynomials by their generating functions and p-adic integration
(American Institute of Physics Inc., 2020)
The aim of this paper is to analyze higher-order Peters-type combinatorial numbers and polynomials by means of their generating functions and p-adic integration. By using generating functions we first obtain a combinatorial ...
Some new identities and formulas for higher-order combinatorial-type numbers and polynomials
(Univ Nis, Fac Sci Math, 2020)
The main purpose of this paper is to provide various identities and formulas for higher-order combinatorial-type numbers and polynomials with the help of generating functions and their both functional equations and derivative ...
Identities and derivative formulas for the combinatorial and apostol-euler type numbers by their generating functions
(Univ Nis, Fac Sci Math, 2018)
The first aim of this paper is to give identities and relations for a new family of the combinatorial numbers and the Apostol-Euler type numbers of the second kind, the Stirling numbers, the Apostol-Bernoulli type numbers, ...
Identities for dirichlet and lambert-type series arising from the numbers of a certain special word
(Univ Belgrade, Fac Electrical Engineering, 2019)
The goal of this paper is to give several new Dirichlet-type series associated with the Riemann zeta function, the polylogarithm function, and also the numbers of necklaces and Lyndon words. By applying Dirichlet convolution ...