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Fitting Subgroup

The unique smallest Normal Nilpotent Subgroup of $H$, denoted $F(H)$. The generalized fitting subgroup is defined by $F^*(H)=F(H)E(H)$, where $E(H)$ is the commuting product of all components of $H$, and $F$ is the fitting subgroup of $H$.




© 1996-9 Eric W. Weisstein
1999-05-26