activity
19962026
most citedQuiver varieties and a non-commutative P^2

39 citations · 97 across the 25 of their papers we have counts for

collaborators

25 papers

math.AG2026

Obstructions to Deformation Quantization of Bundles

Vladimir Baranovsky, Greg Huey

Let be a smooth algebraic variety over field of characteristic with an algebraic symplectic form , or a complex manifold with a holomorp…

math.AG2022

Obstructions of extension of vector bundles

Vladimir Baranovsky, Hongseok Chang

In the holomorphic or algebraic setting we consider a vector bundle E on a smooth subvariety X in a smooth variety Y over a field of characteristic zero. Assuming E extends to the…

math.AG2021

Zeta functions of projective hypersurfaces with ordinary double points

Vladimir Baranovsky, Scott Stetson

We extend the approach Abbott, Kedlaya and Roe to computation of the zeta function of a projective hypersurface with isolated ordinary double points over a finite field $\mathb…

math.RT2021

Curved L-infinity algebras and lifts of torsors

Vladimir Baranovsky, Ka Laam Chamn

Consider an extension of finite dimensional nilpotent Lie algebras (over a field of characteristic zero) co…

math.AG2021

Chern classes of quantizable coisotropic bundles

Vladimir Baranovsky

Let be a smooth algebraic variety of dimension with an algebraic symplectic form and a compatible deformation quantization of the structure sheaf. Cons…

math.AG2017★ 1 cited

Quantization of vector bundles on Lagrangian subvarieties

Vladimir Baranovsky, Taiji Chen

We consider a smooth Lagrangian subvariety Y in a smooth algebraic variety X with an algebraic symplectic from. For a vector bundle E on Y and a choice Oh of deformation quantizati…