Groups critical with respect to the spectra of alternating and sporadic groups

Lytkin Yu. V.

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Groups critical with respect to the spectra of alternating and sporadic groups

机译：关于交替和零星基团光谱的关键基团

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The spectrum of a finite group is the set of its element orders. A finite group G is critical with respect to a subset omega of natural numbers, if omega is equal to the spectrum of G and not equal to the spectrum of any proper section of G. We give full description of the finite groups critical with respect to the spectrum of the alternating group of degree 10 and the second Janko group.

机译：有限群的频谱是其元素阶数的集合。如果ω等于G的谱且不等于G的任何适当部分的谱，则有限群G对于自然数子集ω是至关重要的。 10度交替组和第二个Janko组的光谱。

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《Siberian Mathematical Journal》 |2015年第1期|共6页
作者
Lytkin Yu. V.;
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原文格式 PDF
正文语种 eng
中图分类数学;
关键词
finite group; spectrum; critical group; nonabelian simple group;

机译：有限群谱临界群诺贝尔简单群;

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2. Groups critical with respect to the spectra of alternating and sporadic groups [J] . Lytkin Yu. V. Siberian Mathematical Journal . 2015,第1期

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Groups critical with respect to the spectra of alternating and sporadic groups

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