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广义Stirling数偶的理论及应用
引用本文:徐利治. 广义Stirling数偶的理论及应用[J]. 数学研究及应用, 1989, 9(2): 211-220
作者姓名:徐利治
作者单位:大连理工大学
摘    要:The object of this expository paper is to sum up several results concerning generalized Stirling number (GSN) pairs investigated earlier by the author. Also expounded in some detail are two kinds of extended GSN pairs with applications (illustrative examples).

收稿时间:1987-12-22

Theory and Application of Generalized Stirling Number Pairs
L.C.Hsu. Theory and Application of Generalized Stirling Number Pairs[J]. Journal of Mathematical Research with Applications, 1989, 9(2): 211-220
Authors:L.C.Hsu
Affiliation:Dalian University of Technology; Dalian; China
Abstract:The object of this expository paper is to sum up several results concerning generalized Stirling number (GSN) pairs investigated earlier by the author. Also expounded in some detail are two kinds of extended GSN pairs with applications (illustrative examples) .
Keywords:Ring of formal power series   reciprocal elements   inverse relations   extended GSN pairs   generalized Bernoulli/Euler polynomials.
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