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- W1972323552 abstract "We define minimal fusion systems in a way that every non-solvable fusion system has a section which is minimal. Minimal fusion systems can also be seen as analogs of Thompson's N-groups. In this paper, we consider a minimal fusion system $mathcal{F}$ on a finite $p$-group $S$ that has a unique maximal $p$-local subsystem containing $N_{mathcal{F}}(S)$. For an arbitrary prime $p$, we determine the structure of a certain (explicitly described) $p$-local subsystem of $mathcal{F}$. If $p=2$, this leads to a complete classification of the fusion system $mathcal{F}$." @default.
- W1972323552 created "2016-06-24" @default.
- W1972323552 creator A5070857934 @default.
- W1972323552 date "2010-07-13" @default.
- W1972323552 modified "2023-09-27" @default.
- W1972323552 title "Minimal Fusion Systems with a Unique Maximal Parabolic" @default.
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