论文标题
正交萨克斯等效性，II
Orthosymplectic Satake equivalence, II
论文作者
论文摘要
这是Arxiv的同伴论文：1909.11492和Arxiv：1912.01930。我们证明了与扭曲的正交超级组的等价表示，与扭曲的$ sp（2n，{\ mathbb c} [\！[t] \！]）$ - equivariant $ d $ - 模型所谓的mirabolic Grassine of $ sp（2n）$（2n）$（2n）$。我们还讨论了（猜想）对量子超级组和一些例外超组的情况的扩展（猜想）。
This is a companion paper of arXiv:1909.11492 and arXiv:1912.01930. We prove an equivalence relating representations of a degenerate orthosymplectic supergroup with the category of twisted $Sp(2n,{\mathbb C}[\![t]\!])$-equivariant $D$-modules on the so called mirabolic affine Grassmannian of $Sp(2n)$. We also discuss (conjectural) extension of this equivalence to the case of quantum supergroups and to some exceptional supergroups.
