Abstract
Let \(G\) be a finite solvable group. We show that \(G\) does not have a normal nonabelian Sylow \(p\)-subgroup when its prime character degree graph \(\Delta(G)\) satisfies a technical hypothesis.
- Title
- On the Absence of a Normal Nonabelian Sylow Subgroup
- Creators - without role
- Mark BisslerJacob LaubacherCorey Lyons
- Publication Details
- arXiv.org
- Publisher
- Cornell University Library, arXiv.org; Ithaca
- Identifiers
- 991019688966907081
- Language
- English
- Resource Type
- Other