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期刊=Applied Mathematics

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The Generalized <i>r</i>-Whitney Numbers: 《Applied Mathematics》2017年第1期117-132,共16页B. S. El-Desouky F. A. Shiha Ethar M. Shokr; In this paper, we define the generalized r-Whitney numbers of the first and second kind. Moreover, we drive the generalized Whitney numbers of the first and second kind. The recurrence relations and the generating fun...; 关键词：Whitney NUMBERS r-Whitney NUMBERS p-Stirling NUMBERS GENERALIZED q-Stirling NUMBERS GENERALIZED STIRLING NUMBERS

New Extension of Unified Family Apostol-Type of Polynomials and Numbers: 《Applied Mathematics》2015年第9期1495-1505,共11页Beih El-Sayed El-Desouky Rabab Sabry Gomaa; The purpose of this paper is to introduce and investigate new unification of unified family of Apostol-type polynomials and numbers based on results given in [1] [2]. Also, we derive some properties for these polynomi...; 关键词：Euler BERNOULLI and Genocchi POLYNOMIALS STIRLING NUMBERS LAGUERRE POLYNOMIALS Hermite POLYNOMIALS

A Family of Generalized Stirling Numbers of the First Kind: 《Applied Mathematics》2014年第10期1573-1585,共13页Beih S. El-Desouky Nabela A. El-Bedwehy Abdelfattah Mustafa Fatma M. Abdel Menem; A modified approach via differential operator is given to derive a new family of generalized Stirling numbers of the first kind. This approach gives us an extension of the techniques given by El-Desouky?[1]?and Gould?...; 关键词：STIRLING NUMBERS Comtet NUMBERS CREATION ANNIHILATION Differential Operator MAPLE Program

Special Numbers on Analytic Functions: 《Applied Mathematics》2014年第7期1091-1098,共8页Yilmaz Simsek; The aim of this paper is to give some analytic functions which are related to the generating functions for the central factorial numbers. By using these functions and p-adic Volkenborn integral, we derive many new ide...; 关键词：BERNOULLI NUMBERS Euler NUMBERS The Central FACTORIAL NUMBERS Array Polynomials STIRLING NUMBERS of the First KIND and the Second KIND Generating Function Functional Equation Analytic Functions

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