finitely generated group
- finitely generated group的基本解释
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有限生成群
- 更多网络例句与finitely generated group相关的网络例句 [注：此内容来源于网络，仅供参考]
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A group is '''finitely generated'''(respectively '''finitely related''','''finitely presented''') if it has a presentation that is finitely generated (respectively finitely related, a finite presentation).
群是'''有限生成'''的(分别为'''有限关联'''的，'''有限展现'''的)，如果它有有限生成的(分别为有限关联的，有限展示的)的展示。
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Not every subgroup of a D-group is also a D-group. If a subgroup is a D-group we call the subgroup "sub- D -group." The "commutator ideal" of G is the smallest sub-D-group containing its commutator subgroup. We found that the commutator ideal can be viewed as a finitely generated module over a ring when G is a finitely generated metabelian D-group.
并非每个子群都是一个可除群，若一个子群是可除群，我们称之为子可除群(sub-D-group)，而G 的交换子理想则是在G中包含其导出群的最小子可除群，我们发现当G是一个有限生成亚交换可除群时，其交换子理想是一个有限生成模。
- 更多网络解释与finitely generated group相关的网络解释 [注：此内容来源于网络，仅供参考]
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finitely generated group：有限生成群
finitely generated extension field 有限生成扩张域 | finitely generated group 有限生成群 | finitely generated ideal 有限生成理想
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finitely generated abelian group：有限生成阿贝耳群
finitely generatable vector space 有限可生成向量空间 | finitely generated abelian group 有限生成阿贝耳群 | finitely generated algebra 有限生成代数
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finitely generated abelian group：有限生成阿贝尔群
有限群的完全分解|complete resolution for finite groups | 有限生成阿贝尔群|finitely generated Abelian group | 有限生成模|finitely generated module