RUS  ENG
Full version
VIDEO LIBRARY

Instantons in complex geometry
March 18, 2011 14:30, Moscow


Uhlenbeck compactification in arbitrary dimension

Vladimir Baranovsky



Abstract: We will outline a definition of a moduli functor which compactifies the moduli of principal $G$-bundles on a smooth projective variety $X$ of any dimension (for $G$ a reductive group). Our work is based on the technique of intersection bundles due to Deligne and the semistable reduction for principal bundles due to Balaji.

Language: English


© Steklov Math. Inst. of RAS, 2024