-constraint of the automorphism group of a finite group
-generation of finite simple groups.
2- группы, обладающие автоморфизмом нечетного порядка, тождественным на инволюциях.
(2,3)-generation of the groups PSL6(q)
2010 Mathematics Subject Classification: 20F05, 20D06.We prove that the group PSL6(q) is (2,3)-generated for any q. In fact, we provide explicit generators x and y of orders 2 and 3, respectively, for the group SL6(q).
2-Groups which Contain Exactly Three Involutions.
2-recognizability by prime graph of .
2-signalizers of finite simple groups.
2-длина и 2-период конечной разрешимой группы.
3-локальная характеризация группы Хельда
3-характеризации конечных групп
3-характеризации конечных групп.
3-характеризация группы О'Нэна - Симса
A block-theory-free characterization of
A Characteristic 2-Subgroups of a Finite Special Group.
A characterization of alternating groups by the set of orders of maximal Abelian subgroups.
A characterization of where
The order of every finite group can be expressed as a product of coprime positive integers such that is a connected component of the prime graph of . The integers are called the order components of . Some non-abelian simple groups are known to be uniquely determined by their order components. As the main result of this paper, we show that the projective symplectic groups where are also uniquely determined by their order components. As corollaries of this result, the validities of a...
A characterization of characters which arise from ...-normalizers.
A Characterization of GL(2, 3) and SL(2,5) by the Degrees of their Representations.
A characterization of in terms of the number of character zeros.
A characterization of symplectic groups related to Fermat primes
We proved that the symplectic groups , where is a Fermat prime number is uniquely determined by its order, the first largest element orders and the second largest element orders.