Uniqueness case
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In mathematics, specifically finite group theory, the uniqueness case is one of the three possibilities for groups of characteristic 2 type given by the trichotomy theorem. The uniqueness case covers groups G of characteristic 2 type with e(G) ≥ 3 that have an almost strongly maximal subgroup for all primes p whose is sufficiently large (usually at least 3). proved that there are no finite simple groups in the uniqueness case.
In mathematics, specifically finite group theory, the uniqueness case is one of the three possibilities for groups of characteristic 2 type given by the trichotomy theorem. The uniqueness case covers groups G of characteristic 2 type with e(G) ≥ 3 that have an almost strongly maximal subgroup for all primes p whose is sufficiently large (usually at least 3). proved that there are no finite simple groups in the uniqueness case.
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