The center of $Dist(GL(m|n))$ in positive characteristic

The purpose of this paper is to investigate central elements in distribution algebras $D i s t (G)$ of general linear supergroups $G = G L (m ∣ n)$ . As an application, we compute explicitly the center of $D i s t (G L (1 ∣ 1))$ and its image under Harish-Chandra homomorphism.

The center of $D i s t (G L (m ∣ n))$ in positive characteristic

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The center of $D i s t (G L (m ∣ n))$ in positive characteristic

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The center of Dist(GL(m∣n))Dist(GL(m∣n)) in positive characteristic

文献摘要

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The center of Dist(GL(m∣n))Dist(GL(m∣n)) in positive characteristic

文献摘要

讨论

|讲解博客

|AI智能校验

The center of $D i s t (G L (m ∣ n))$ in positive characteristic

讲解博客

AI智能校验

The center of $D i s t (G L (m ∣ n))$ in positive characteristic

讲解博客

AI智能校验