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On a p-local geometry associated with a complex of non-trivial p-subgroups

机译:在与非平凡p-子群的复数关联的p-局部几何上

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摘要

Let D be a complex of non-trivial p-subgroups of a finite group G, closed under G-conjugation. In this paper, a p-local geometry Delta(p)(G;D) is introduced for, G associated with the complex D. The homotopy equivalence, between Delta(p)(G;D) and D is also studied. [References: 6]
机译:令D为有限群G的非平凡p-子群的复数,在G共轭下闭合。在本文中,为与复数D相关的G引入了p局部几何Delta(p)(G; D)。还研究了Delta(p)(G; D)与D之间的同伦等价性。 [参考:6]

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