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AS-configurations and skew-translation generalised quadrangles

机译:AS配置和偏斜平移广义四边形

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摘要

The only known skew-translation generalised quadrangles (STGQ) having order (q, q), with q even, are translation generalised quadrangles. Equivalently, the only known groups G of order q(3), q even, admitting an Ahrens-Szekeres (AS-)configuration are elementary abelian. In this paper we prove results in the theory of STGQ giving (i) new structural information for a group G admitting an AS-configuration, (ii) a classification of the STGQ of order (8,8), and (iii) a classification of the STGQ of order (q, q) for odd q (using work of Ghinelli and Yoshiara). Crown Copyright (C) 2014 Published by Elsevier Inc. All rights reserved.
机译:具有阶次(q,q),偶数为q的唯一已知的偏斜平移广义四边形(STGQ)是平移广义四边形。等效地,q(3),q甚至q个偶数的唯一已知基团G(允许阿伦-塞克斯(AS-)构型)是基本阿贝尔群。在本文中,我们证明了STGQ理论的结果,该理论给出(i)G组接受AS构型的新结构信息,(ii)STG​​Q有序(8,8)的分类,以及(iii)分类(使用Ghinelli和Yoshiara的作品)的阶数(q,q)的STGQ的乘积。 Crown版权所有(C)2014,Elsevier Inc.保留所有权利。

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