Institutul de Matematică şi Informatică "Vladimir Andrunachievici"
Universitatea de Stat din MoldovaRO EN
Products of the symmetric or alternating groups with L3(3)
Authors: M. R. Darafsheh and A. Mahmiani
– 0.21 Mb
Abstract
The structure of simple groups G with proper subgroups A and B such that G=AB, where B is isomorphic to L3(3) and A is isomorphic to the alternating or symmetric group on n>4 letters, is described.Fulltext
– 0.21 Mb
Contents
- Kernel normal system of inverse AG**-groupoids
- Products of the symmetric or alternating groups with L3(3)
- Rigid and super rigid quasigroups
- N-quasigroups
- Uniform topology and spectral topology on hyper MV-algebras
- New identities in universal Osborn loops
- LGS-quasigroups
- Generating huge quasigroups from small non-linear bijections via extended Feistel function
