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首页> 外文期刊>Journal of Combinatorial Theory, Series A >On a rank four geometry for the Hall-Janko sporadic group
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On a rank four geometry for the Hall-Janko sporadic group

机译:Hall-Janko零星群的四阶几何

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摘要

Starting from the well-known rank three graph of degree 63 on 100 points associated to the Hall-Janko group J(2), we construct a rank four residually connected and firm geometry Gamma on which J(2) acts flag-transitively and residually weakly primitively (RWPRI). It is the first rank four geometry satisfying RWPRI that is currently known for J(2) and it shows that the RWPRI rank of J(2) is at least four. The diagram of Gamma is the following: [GRAPHICS] (C) 2003 Elsevier Science (USA). All rights reserved. [References: 7]
机译:从与霍尔-扬科群J(2)相关的100个点上的知名度为63的三阶图表开始,我们构造了一个四阶残差连接且牢固的几何体Gamma,J(2)在其上传递标记和残差弱本源(RWPRI)。 J(2)是目前已知的满足RWPRI的第一等级四几何,并且表明J(2)的RWPRI等级至少为四。伽玛的图表如下:[GRAPHICS](C)2003 Elsevier Science(美国)。版权所有。 [参考:7]

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