INVESTIGATION OF PROPERTIES OF INJECTORS IN FINITE GROUPS |
| 1 | |
| 2014 |
| scientific article | 512.542 | ||
| 197-202 | implex, polyhedron, homology group, algorithm, minimization |
| Hermann constructed a special class of groups N( p , q ) (the class of finite groups without minimal non- p -nilpotent sub-groups of orderp m q n, p , q - prime,p ? q; m, n - any natural numbers) and proved that this class of groups was an unsa-turated Fitting formation. V. Goiko proved the existence of N( p , q )-injectors in arbitrary finite groups. In the present paper, the properties of N( p , q )-injectors in finite groups are established. |
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