摘要
A Fitting class S is called dominant in the class of all finite soluble groups G if S subset of G and for every group G is an element of G any two S-maximll subgroups of G containing the 3-radical G(S) of G are conjugate in G. In this paper a characterization of dominant local Fitting classes in the class of all finite soluble groups is established.
- 出版日期2012-5-15