A nonabelian Frobenius–Wielandt complement

Alberto Espuelas
1988 Proceedings of the Edinburgh Mathematical Society  
We recall the following definition (see [1] ): A finite group G is said to be a Frobenius-Wielandt group provided that there exists a proper subgroup H of G and a proper normal subgroup N of H such that Hr>H g^N if geG -H.
doi:10.1017/s001309150000657x fatcat:figt3yroxffjvgfyoxstid223q