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On Polynomials R<sub>n</sub>(x) Related to the Stirling Numbers and the Bell Polynomials Associated with the p-Adic Integral on

On Polynomials R<sub>n</sub>(x) Related to the Stirling Numbers and the Bell Polynomials Associated with the p-Adic Integral on
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摘要 In this paper, one introduces the polynomials R<sub>n</sub>(x) and numbers R<sub>n</sub> and derives some interesting identities related to the numbers and polynomials: R<sub>n</sub> and R<sub>n</sub>(x). We also give relation between the Stirling numbers, the Bell numbers, the R<sub>n</sub> and R<sub>n</sub>(x). In this paper, one introduces the polynomials R<sub>n</sub>(x) and numbers R<sub>n</sub> and derives some interesting identities related to the numbers and polynomials: R<sub>n</sub> and R<sub>n</sub>(x). We also give relation between the Stirling numbers, the Bell numbers, the R<sub>n</sub> and R<sub>n</sub>(x).
作者 Hui Young Lee Cheon Seoung Ryoo Hui Young Lee;Cheon Seoung Ryoo(Department of Mathematics, Hannam University, Daejeon, South Korea)
出处 《Open Journal of Discrete Mathematics》 2016年第2期89-98,共10页 离散数学期刊(英文)
关键词 The Euler Numbers and Polynomials The Stirling Numbers The Bell Polynomials and Numbers The Euler Numbers and Polynomials The Stirling Numbers The Bell Polynomials and Numbers
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