activity
20172020
most citedLectures on shifted Poisson geometry

8 citations · 11 across the 4 of their papers we have counts for

collaborators

8 papers

math.SG20201 cited

Shifted geometric quantization

Pavel Safronov

We introduce geometric quantization in the setting of shifted symplectic structures. We define Lagrangian fibrations and prequantizations of shifted symplectic stacks and their geo…

math.RT2020

A categorical approach to dynamical quantum groups

Artem Kalmykov, Pavel Safronov

We present a categorical point of view on dynamical quantum groups in terms of categories of Harish-Chandra bimodules. We prove Tannaka duality theorems for forgetful functors into…

math-ph20202 cited

A Taxonomy of Twists of Supersymmetric Yang--Mills Theory

Chris Elliott, Pavel Safronov, Brian R. Williams

We give a complete classification of twists of supersymmetric Yang--Mills theories in dimensions . We formulate supersymmetric Yang--Mills theory classically using…

math.AG2019

Shifted Coisotropic Correspondences

Rune Haugseng, Valerio Melani, Pavel Safronov

We define (iterated) coisotropic correspondences between derived Poisson stacks, and construct symmetric monoidal higher categories of derived Poisson stacks where the -morphism…

math.QA2019

The quantum Frobenius for character varieties and multiplicative quiver varieties

Iordan Ganev, David Jordan, Pavel Safronov

We prove that quantized multiplicative quiver varieties and quantum character varieties define sheaves of Azumaya algebras over the corresponding classical moduli spaces, and we pr…

math-ph2018

Topological twists of supersymmetric algebras of observables

Chris Elliott, Pavel Safronov

We explain how to perform topological twisting of supersymmetric field theories in the language of factorization algebras. Namely, given a supersymmetric factorization algebra with…