On finite products of totally permutable groups

Author:

Ballester-Bolinches A.,Pedraza-Aguilera M.C.,Pérez-Ramos M.D.

Abstract

In this paper the structure of finite groups which are the product of two totally permutable subgroups is studied. In fact we can obtain the -residual, where is a formation, -projectors and -normalisers, where is a saturated formation, of the group from the corresponding subgroups of the factor subgroups.

Publisher

Cambridge University Press (CUP)

Subject

General Mathematics

Reference4 articles.

1. Finite Soluble Groups

2. [1] Ballester-Bolinches A. and Pérez-Ramos M.D. , ‘A Question of R. Maier concerning formations’, (preprint).

3. On 𝓕-subnormal subgroups and Frattini-like subgroups of a finite group

4. A Completeness Property of certain Formations

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