Description of the class of permutations, represented as a product of two ermutations with fixed number of mobile points
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Authors
| Name | Organization | |
| Pichkur A. B. | "Center of certification of studies", Moscow | olgapichkur@rambler.ru |
References
Bertram E. Even permutations as a product of two conjugate cycles / / J . Combin. Theory (A). 1972. V. 12. No. 3. P. 368-380.
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Moran G. Reflection classes whose cubes cover the alternating group / / J . Combin. Theory (A). 1976. V. 21. No. 1. P. 1-19.
Moran G. Permutations as products of k conjugate involutions / / J . Combin. Theory (A). 1975. V. 19. No. 2. P. 240-242.
Product of conjugacy classes in groups / eds. Z. Arad, M. Herzog. Lecture Notes in Mathematics. V. 1112. Berlin: Springer Verlag, 1985. 244 p.
Тужилин М. Э. О порождении знакопеременной группы полурегулярными инволюциями // Обозрение прикладной и промышленной математики. 2004. Т. 11. Вып. 4. С. 938-939.
