Title:On the normal structure of finite groups with arithmetical restrictions to their maximal subgroups

Speaker: MASLOVA NATALIA

Affiliation: IMM UB RAS

Time: April 5th, Tuesday, 16:00-17:30

Place: Room 1518, Management R & D Building

Abstract:

In the group theory,“arithmetical” properties of a group G are the properties which are defined by some arithmetical parameters of G. Such invariants of a group G as sets of composition and chief factors of G with details of action of G on its chief factors are called the ”normal structure” of G. It is well know that the normal structure of a finite group and its arithmetical properties are closely related. In the present talk, we will discuss the normal structure of a finite group with respect to some arithmetical restrictions to its maximal subgroups.