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Wey1代数中的消元法及恒等式(英)
引用本文:王天明,王伟平,许玉霞.Wey1代数中的消元法及恒等式(英)[J].数学研究及应用,2003,23(4):644-644.
作者姓名:王天明  王伟平  许玉霞
作者单位:大连理工大学;大连理工大学;大连理工大学
摘    要:In paper 1], Zeilberger presented an approach to special functions identities, besides providing a general mathematical framework for the proof machinery, which leads to mathematically and algorithmically challenging questions such as elimination in noncommutatire operator algebras (Weyl algebra). By the impetus of this approach, we study the elimination under the shift operators.

关 键 词:外尔代数  函数恒等式  算法问题  非交换代数

Elimination in Weyl Algebra and Identities
WANG Tian-ming,WANG Wei-ping and XU Yu-xia.Elimination in Weyl Algebra and Identities[J].Journal of Mathematical Research with Applications,2003,23(4):644-644.
Authors:WANG Tian-ming  WANG Wei-ping and XU Yu-xia
Institution:Dept. of Appl. Math., Dalian University of Technology, Liaoning 116024, China
Abstract:In paper 1], Zeilberger presented an approach to special functions identities, besides providing a general mathematical framework for the proof machinery, which leads to mathematically and algorithmically challenging questions such as elimination in noncommutatire operator algebras (Weyl algebra). By the impetus of this approach, we study the elimination under the shift operators.
Keywords:
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