Simons- Program: Geometric representation theory

  1. Title:
    P=W for nodal curves, in rank one

    Speaker:

    Link:

  2. Title:
    Perverse sheaves on arc spaces, central sheaves and local L-functions (joint work with D.Kazhdan and R.Bezrukavnikov).

    Speaker:

    Link:

  3. Title:
    Microlocal Sheaves and Cluster Algebras

    Speaker:

    Link:

  4. Title:
    Towards a cluster structure on trigonometric zastava

    Speaker:

    Link:

  5. Title:
    Homomorphisms between different quantum toroidal and affine Yangian algebras

    Speaker:

    Link:

  6. Title:
    Miura bimodule, the affine Grassmannian, and nil-DAHA

    Speaker:

    Link:

  7. Title:
    An involution based left ideal in the Hecke algebra

    Speaker:

    Link:

  8. Title:
    On categories O for quantized symplectic resolutions

    Speaker:

    Link:

  9. Title:
    Studying the decomposition theorem over the integers

    Speaker:

    Link:

  10. Title:
    Cherkis' bow varieties and Coulomb branches of quiver gauge theories of affine type A

    Speaker:

    Link:

  11. Title:
    BGG resolutions for rational Cherednik algebras

    Speaker:

    Link:

  12. Title:
    Applications of 3d N=4 theories in geometric representation theory

    Speaker:

    Link:

  13. Title:
    Semiclassical Geometric Langlands Correspondence

    Speaker:

    Link:

  14. Title:
    Tilting modules and the p-canonical basis

    Speaker:

    Link:

  15. Title:
    Donaldson-Thomas transformations for moduli spaces of local systems on surfaces

    Speaker:

    Link:

  16. Title:
    Elliptic stable envelopes

    Speaker:

    Link:

  17. Title:
    Recent Developments in the Geometric Langlands Program

    Speaker:

    Link:

  18. Title:
    Elliptic quantum groups

    Speaker:

    Link:

  19. Title:
    Cohomological Hall algebras and affine quantum groups

    Speaker:

    Link:

  20. Title:
    Loop Grassmannians, classifying spaces and local spaces

    Speaker:

    Link: