Generalizations of Euler Numbers and Euler Numbers of Higher Order

Generalizations of Euler Numbers and Euler

Numbers of Higher Order

LUOQiu-ming;QIFeng

【期刊名称】《数学季刊：英文版》 【年(卷),期】2005(020)001

【摘要】The purpose of this paper is to define the generalized Euler numbers and the generalized Euler numbers of higher order, their recursion formula and some properties were established, accordingly Euler numbers and Euler numbers of higher order were extended. 【总页数】5页(P.54-58)

【关键词】广义高阶欧拉数;递归公式;解析数论;黎曼Zeta函数 【作者】LUOQiu-ming;QIFeng 【

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DepartmentofAppliedMathematicsandInformationScience,HenanPolytechnicUniversity,Jiaozuo454001,China;DepartmentofMathematics,JiaozuoUniversity,Jiaozuo454003,China 【正文语种】英文 【中图分类】O156.4 【相关文献】

1.Comparison of the standard Euler-Euler and hybrid Euler-Lagrange approaches for modeling particle transport in a pilot-scale circulating fluidized bed [J], Wojciech P.Adamczyk; Adam Klimanek; Ryszard