Ruwen Hollenbach

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math.RT2019

Bounds on the number of simple modules in blocks of finite groups of Lie type

Ruwen Hollenbach

Let $G$ be a simple, simply connected linear algebraic group of exceptional type defined over $F_{q}$ with Frobenius endomorphism $F : G \to G$ . In this work we give upper bo…

math.RT2019

On $e$ -cuspidal pairs of finite groups of exceptional Lie Type

Ruwen Hollenbach

Let $G$ be a simple, simply connected algebraic group of exceptional type defined over $F_{q}$ with Frobenius endomorphism $F : G \to G$ . Let $ℓ ∤ q$ be a good prime f…

Bounds on the number of simple modules in blocks of finite groups of Lie type

On e-cuspidal pairs of finite groups of exceptional Lie Type

On $e$ -cuspidal pairs of finite groups of exceptional Lie Type