10 citations · 10 across the 5 of their papers we have counts for
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Real groups, symmetric varieties and Langlands duality
Tsao-Hsien Chen, David Nadler
Let be a connected real reductive group and let be the corresponding complex symmetric variety under the Cartan bijection. We construct a canonical equivalence be…
Towards the depth zero stable Bernstein center conjecture
Tsao-Hsien Chen
Let be a split connected reductive group over a non-archimedan local field . The depth zero stable Bernstein conjecture asserts that there is an algebra isomorphism between…
Quaternionic Satake equivalence
Tsao-Hsien Chen, Mark Macerato, David Nadler +1
We establish a derived geometric Satake equivalence for the quaternionic general linear group GL_n(H). By applying the real-symmetric correspondence for affine Grassmannians, we ob…
Drinfeld-Gaitsgory functor and Matsuki duality
Tsao-Hsien Chen
Let G be a connected complex reductive group and let K be a symmetric subgroup of G. We prove a formula for the Drinfeld-Gaitsgory functor for the dg-category of K-equivariant shea…
Preservation of depth in local geometric Langlands correspondence
Tsao-Hsien Chen, Masoud Kamgarpour
It is expected that, under mild conditions, local Langlands correspondence preserves depths of representations. In this article, we formulate a conjectural geometrisation of this e…