A super-Brauer character theory of a group $G$ and a prime $p$ is a pairconsisting of a partition of the irreducible $p$-Brauer characters and apartition of the $p$-regular elements of $G$ that satisfy certain properties.We classify the groups and primes that have exactly one super-Brauer charactertheory. We discuss the groups with exactly two super-Brauer character theories.
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机译：群体的超级辫子字符理论为$ g $和prime $ p $是一个致法的不可缩短$ p $ -brauer字符的分区和$ p $-$-$ $ g $的额外元素properties.we对具有恰好一个超级布鲁勒斯特征的组和素数分类。我们用恰好讨论了两组超级布鲁伯角色理论。
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