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Finite simple groups have many classes of $p$-elements

math.GR · 2024-11-28 · accept · novelty 7.0

For every finite nonabelian simple group T, the order |T| is bounded above by a function of m(T), the maximum number of Aut(T)-classes of p-elements over all primes p.

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  • Finite simple groups have many classes of $p$-elements math.GR · 2024-11-28 · accept · none · ref 5

    For every finite nonabelian simple group T, the order |T| is bounded above by a function of m(T), the maximum number of Aut(T)-classes of p-elements over all primes p.