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Nick Rozenblyum, Lecture I

Nick Rozenblyum, Lecture I

UChicago BunG Seminar. Talk XVIII. Nick Rozenblyum, Miraculous Duality

UChicago BunG Seminar. Talk XVIII. Nick Rozenblyum, Miraculous Duality

Nick Rozenblyum, Lecture III

Nick Rozenblyum, Lecture III

Nick Rozenblyum, Lecture II

Nick Rozenblyum, Lecture II

Nick Rozenblyum - Hamiltonian flows in Calabi-Yau categories

Nick Rozenblyum - Hamiltonian flows in Calabi-Yau categories

UChicago BunG Seminar. Talk XVI. Nick Rozenblyum, Conformal blocks and BunG

UChicago BunG Seminar. Talk XVI. Nick Rozenblyum, Conformal blocks and BunG

BunG Seminar: Talk XLII. Nick Rozenblyum. Shtukas and Excursions

BunG Seminar: Talk XLII. Nick Rozenblyum. Shtukas and Excursions

Geometric Langlands and arithmetic

Geometric Langlands and arithmetic

Tutorial 3.2.I (Nick Rozenblyum): Factorization homology

Tutorial 3.2.I (Nick Rozenblyum): Factorization homology

BunG Seminar Talk XL: Nick Rozenblyum. Moduli spaces of local systems.

BunG Seminar Talk XL: Nick Rozenblyum. Moduli spaces of local systems.

Tutorial 3.2.II (Nick Rozenblyum) Unital structures

Tutorial 3.2.II (Nick Rozenblyum) Unital structures

Lecture 6 (Nick Rozenblyum): Langlands functor and critical localization

Lecture 6 (Nick Rozenblyum): Langlands functor and critical localization

Tutorial 3.2.III (Nick Rozenblyum) Wrap-up

Tutorial 3.2.III (Nick Rozenblyum) Wrap-up

Lecture 1.2: D-modules and quasi-coherent sheaves on prestacks (N. Rozenblyum)

Lecture 1.2: D-modules and quasi-coherent sheaves on prestacks (N. Rozenblyum)

UChicago BunG Seminar. Talk I. Nick Rozenblyum: Introduction to Stacks and BunG.

UChicago BunG Seminar. Talk I. Nick Rozenblyum: Introduction to Stacks and BunG.

Geometric Applications of Infinite Dimensional Representation Thry

Geometric Applications of Infinite Dimensional Representation Thry

Colloquium: Nikita Rozenblyum (UChicago)

Colloquium: Nikita Rozenblyum (UChicago)

Lecture 5.4: Localization of Kac-Moody representations (N. Rozenblyum)

Lecture 5.4: Localization of Kac-Moody representations (N. Rozenblyum)

ZhengTong Chern-Weil Symposium Fall 2024: Dennis Gaitsgory (Max Planck Institute for Mathematics)

ZhengTong Chern-Weil Symposium Fall 2024: Dennis Gaitsgory (Max Planck Institute for Mathematics)

Bertrand Toën - Deformation quantization and derived algebraic geometry

Bertrand Toën - Deformation quantization and derived algebraic geometry

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