Explore a 35-minute mathematics lecture where Professor Constantin Teleman from Berkeley Math delves into a fresh perspective on Bohr-Sommerfeld quantization. Examine the classical quantization procedure for integrable systems through the lens of non-commutative algebras, and discover how these insights lead to the construction of the Kapustin-Rozansky-Salina 2-category within the context of holomorphic symplectic manifolds.
Bohr-Sommerfeld Quantization and Non-commutative Algebras in Integrable Systems
Overview
Syllabus
Constantin Teleman, Berkeley Math: Bohr-Sommerfeld quantization revisited
Taught by
IMSA
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