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首页> 外文期刊>Journal of algebra and its applications >Recognition of PSL(2, p) x PSL(2, p) by its complex group algebra
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Recognition of PSL(2, p) x PSL(2, p) by its complex group algebra

机译:通过其复杂组代数识别PSL(2,P)X PSL(2,P)

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摘要

It is proved that every quasisimple group except covers of the alternating groups is uniquely determined up to isomorphism by the structure of CL, the complex group algebra of L. One of the next natural groups to be considered are the characteristically simple groups. In this paper, as the first step in this investigation we prove that if p > 3 is an odd prime number, then PSL(2, p) x PSL(2, p) is uniquely determined by the structure of its complex group algebra.
机译:证明了除交替群的覆盖外,每一个拟单群都由L的复群代数CL的结构唯一地决定同构。接下来要考虑的自然群之一是特征单群。在本文中,作为研究的第一步,我们证明了如果p>3是奇数素数,那么PSL(2,p)x PSL(2,p)是由其复群代数的结构唯一确定的。

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