Abelian的意思|示意

In this paper we study Toeplitz operator and Toeplitz algebra on discrete abelian group.

研究了离散交换群上的Toeplitz算子和Toeplitz代数.

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This paper deals with some properties of total sub - semigroups of Abelian groups.

研究可换群的完整子 半 群的性质,并进一步讨论其扩张问题,得出若干结论.

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The integral group rings of finite abelian groups are of great importance in algebraic k - theory.

有限交换群的整群环是一类非常重要的环,计算它的相对K_ 1群在代数K - 理论中具有重要的意义.

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In this paper , the authors have proved several special properties of non - abelian inner - finite groups.

研究了非交换的内有限单群, 得到了非交换的内有限群的一些特殊性质.

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Afterwards, Heller, Butler and Horrocks developed it in more general categories with a relative abelian structure.

随后, Heller, Butler和Horrocks在更为一般的具有相对阿贝尔结构的范畴上发展了相应的理论.

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Let T be a stable isometry of the Abelian Lattie - Ordered group G.

设T是交换格序群G的稳定等距.

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