Видеотека: V. Yu. Baranovsky, Quantization of Lagrangians in algebraic geometry

ВИДЕОТЕКА


International Conference dedicated to the 60-th birthday of Boris Feigin "Representation Theory and applications to Combinatorics, Geometry and Quantum Physics" 19 декабря 2013 г. 10:00, г. Москва, Независимый московский университет

Quantization of Lagrangians in algebraic geometry V. Yu. Baranovsky
Аннотация: Let $X$ be a smooth algebraic variety with an algebraic symplectic form and $Y$ a smooth Lagrangian subvariety. For a fixed deformation quantization $A$ of $X$ and a line bundle $L$ on $Y$ we could ask whether $L$ deforms to a module over $A$. We answer this question under a mild technical assumption. Joint work with D. Kaledin, V. Ginzburg and J. Pecharich. Язык доклада: английский