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Uniform Fitting-height conjecture for fixed-point-free automorphisms satisfying polynomial identities
About 5 years old
Uniform Fitting-height conjecture. For every $f(x)\in\mathbb{Z}[x]\setminus\{0\}$ , there exist integers $k(f(x))>0$ and $m(f(x))$ such that, whenever $G$ is a finite solvable group…
openautomorphisms finite-groups fitting-height
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Uniform Fitting-height conjecture for fixed-point-free automorphisms satisfying polynomial identities