Recent advances in mirror duality for line operators in 3d N=4 SUSY QFTs,
especially for pure gauge theories or theories with adjoint matter, suggest a) new
analogs of Hilbert schemes of points on the plane “outside type A” b) a construction
of (quasi-)coherent sheaves on these varieties starting from affine Springer fibers.
We study this construction, a quantization thereof, and pose a number of open
problems. Based on joint work with Gorsky and Oblomkov.

This seminar is held on zoom:
meeting ID: 875 9851 3818
passcode: 455438