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並列摘要


Let n≥3 be an integer and C(subscript m) denote a cyclic group of order m. All groups which can be presented as a semidirect products (C(subscript 2)(superscript n)×C(subscript 2)(superscript n))λC4 are described. These groups are given by generators and defining relations.

並列關鍵字

group semidirect product automorphism

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