Add to ORKGand other research outputs Extended Bell and Stirling numbers from hypergeomet-ric exponentiatio
AbstractThe value of the (exponential) complete Bell polynomials for certain arguments, given essent...
Abstract: The Stirling-matrices occur as other initimate and basic relatives of the ZV-(Vandermonde)...
This article is a short elementary review of the exponential polynomials also called single-variable...
Exponentiating the hypergeometric series 0FL(1,1,...,1;z), L = 0,1,2,..., furnishes a recursion re...
Hyperharmonic numbers arise by taking repeated partial sums of harmonic numbers. These numbers can b...
Hyperharmonic numbers arise by taking repeated partial sums of harmonic numbers. These numbers can b...
This paper discusses generalizations of logarithmic and hyperbolic integrals. A new proof for an int...
Abstract. In this paper, we propose the another yet generalization of Stirling numbers of the rst ki...
We define a generalization of the Stirling numbers of the second kind, which depends on two paramete...
In this paper, we propose another yet generalization of Stirling numbers of the first kind for nonin...
In the paper, the author presents diagonal recurrence relations for the Stirling numbers of the firs...
The theory of Stirling numbers is constantly developing. In this survey we will focus on some recent...
AbstractIn this paper, we propose another yet generalization of Stirling numbers of the first kind f...
Mellin's formula is applied to expand t/e and e/t in powers of log logt, and to obtain certain ident...
Here presented is a unified approach to Stirling numbers and their generalizations as well as genera...
AbstractThe value of the (exponential) complete Bell polynomials for certain arguments, given essent...
Abstract: The Stirling-matrices occur as other initimate and basic relatives of the ZV-(Vandermonde)...
This article is a short elementary review of the exponential polynomials also called single-variable...
Exponentiating the hypergeometric series 0FL(1,1,...,1;z), L = 0,1,2,..., furnishes a recursion re...
Hyperharmonic numbers arise by taking repeated partial sums of harmonic numbers. These numbers can b...
Hyperharmonic numbers arise by taking repeated partial sums of harmonic numbers. These numbers can b...
This paper discusses generalizations of logarithmic and hyperbolic integrals. A new proof for an int...
Abstract. In this paper, we propose the another yet generalization of Stirling numbers of the rst ki...
We define a generalization of the Stirling numbers of the second kind, which depends on two paramete...
In this paper, we propose another yet generalization of Stirling numbers of the first kind for nonin...
In the paper, the author presents diagonal recurrence relations for the Stirling numbers of the firs...
The theory of Stirling numbers is constantly developing. In this survey we will focus on some recent...
AbstractIn this paper, we propose another yet generalization of Stirling numbers of the first kind f...
Mellin's formula is applied to expand t/e and e/t in powers of log logt, and to obtain certain ident...
Here presented is a unified approach to Stirling numbers and their generalizations as well as genera...
AbstractThe value of the (exponential) complete Bell polynomials for certain arguments, given essent...
Abstract: The Stirling-matrices occur as other initimate and basic relatives of the ZV-(Vandermonde)...
This article is a short elementary review of the exponential polynomials also called single-variable...