## Kostya Tolmachov

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Research interests: geometric representation theory.

### Research:

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* Exterior powers of a parabolic Springer sheaf, joint with R. Bezrukavnikov, 2022. [arXiv].

* Monodromic model for Khovanov-Rozansky homology, joint with R. Bezrukavnikov, 2020. [arXiv] [journal].

* Thesis: Towards a functor between affine and finite Hecke categories in type A, MIT, 2018. [PDF].

### Past activity:

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* Affine Springer Theory reading group, Edinburgh, Winter-Spring 2022. Webpage.

### Past teaching & expository:

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* In 2015-2016, I mentored UROP+ students. See UROP+ webpage.

* Graduate seminar on Koszul duality patterns in representation theory I co-organized. Webpage.

Some study seminars I gave talks at:

* Graduate seminar on category O and Soergel bimodules, Fall 2017. Webpage (with notes).

* Graduate seminar on Quantum cohomology and Representation theory, Spring 2014. Webpage (with notes).

* Graduate seminar on Quantum cohomology and Representation theory, Fall 2013. Webpage (with notes).

Updated: 7 September 2022.