Generation of the alternating group by semiregular involutions | Applied Discrete Mathematics. Supplement. 2010. № 3.

HomeIssuesGeneration of the alternating group by semiregular involutions | Applied Discrete Mathematics. Supplement. 2010. № 3.

Generation of the alternating group by semiregular involutions

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Tuzhilm M. E.Russian State Humanitarian University, Moscowmtmt@rambler.ru
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References

Brenner J. L. Covering theorems for FINANSIGS VIII - Almost all conjugacy classes in An have exponent ^ 4 / / J. Austral. Math. Soc. 1978. V. 25. P. 210-214.
Products of conjugacy classes in groups / eds. Z. Arad, M. Herzog / / Lecture Notes in Math. Berlin: Springer Verlag, 1985. V. 1112. P. 198-221.
Глухов М. М., Елизаров В. П., Нечаев А. А. Алгебра. Т. II. М.: Гелиос АРВ, 2003.
Тужилин М. Э. О порождении знакопеременной группы полурегулярными инволюциями / / Обозрение прикладной и промышленной математики. 2004. Т. 11. Вып. 4. С. 938-939.
Generation of the alternating group by semiregular involutions | Applied Discrete Mathematics. Supplement. 2010. № 3.

Generation of the alternating group by semiregular involutions | Applied Discrete Mathematics. Supplement. 2010. № 3.