A q-Analogue of Kempf's vanishing theorem
Abstract
We use deep properties of Kashiwara's crystal basis to show that the induction functor H0 (-) introduced by Andersen, Polo and Wen satisfies an analogon of Kempf's vanishing Theorem.
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We use deep properties of Kashiwara's crystal basis to show that the induction functor H0 (-) introduced by Andersen, Polo and Wen satisfies an analogon of Kempf's vanishing Theorem.