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RESEARCH PRODUCT
Injectors and Radicals in Products of Totally Permutable Groups
Peter HauckMaría Dolores Pérez-ramosA. Martínez-pastorsubject
CombinatoricsDiscrete mathematicsMathematics::Group TheoryMathematics::CombinatoricsAlgebra and Number TheoryGroup (mathematics)Product (mathematics)Permutable primeMathematicsdescription
Abstract Two subgroups H and K of a group G are said to be totally permutable if every subgroup of H permutes with every subgroup of K. In this paper the behaviour of radicals and injectors associated to Fitting classes in a product of pairwise totally permutable finite groups is studied.
| year | journal | country | edition | language |
|---|---|---|---|---|
| 2003-01-12 | Communications in Algebra |