activity
20022026
most citedLoop Spaces and Connections

74 citations · 492 across the 47 of their papers we have counts for

collaborators

53 papers

math.RT2026

Tao-Travkin equivalence revisited

Penghui Li, David Nadler, Yakov Varshavsky +1

We give a simpler proof of the theorem of J.~Tao and R.~Travkin saying that (the neutral block of) the affine Hecke category is the monoidal colimit of finite Hecke categories. The…

math.RT2023

Invariance of microsheaves on stable Higgs bundles

David Nadler, Vivek Shende

The spectral side of the (conjectural) Betti geometric Langlands correspondence concerns sheaves on the character stack of an algebraic curve; in particular, the categories in ques…

math.RT2023★ 1 cited

Functions on the commuting stack via Langlands duality

Penghui Li, David Nadler, Zhiwei Yun

We calculate the dg algebra of global functions on commuting stacks of complex reductive groups using tools from Betti Geometric Langlands. In particular, we prove that the ring of…

math.SG2022★ 1 cited

Perverse Microsheaves

Laurent Côté, Christopher Kuo, David Nadler +1

On a complex contact manifold, or complex symplectic manifold with weight-1 circle action, we construct a sheaf of stable categories carrying a t-structure which is locally equival…

math.RT2022

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…

math.RT2022

The Whittaker functional is a shifted microstalk

David Nadler, Jeremy Taylor

For a smooth projective curve and reductive group , the Whittaker functional on nilpotent sheaves on is expected to correspond to global sections of cohere…