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Heun Connection Matrix from Liouville Conormal Blocks and Darboux Theorem

Offered By: NCCR SwissMAP via YouTube

Tags

Mathematical Physics Courses Differential Equations Courses Quantization Courses Complex Analysis Courses Algebraic Geometry Courses Moduli Space Courses Liouville Theory Courses

Course Description

Overview

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Explore the intricate relationship between Heun connection matrices, Liouville conormal blocks, and the Darboux theorem in this hour-long lecture by O. Lisovyy from Université de Tours. Delve into the quantisation of moduli spaces from various perspectives, gaining insights into advanced mathematical concepts and their applications. Examine the theoretical foundations and practical implications of these interconnected topics, enhancing your understanding of complex mathematical structures and their role in modern physics and mathematics.

Syllabus

Heun connection matrix from Liouville conormal blocks and Darboux theorem


Taught by

NCCR SwissMAP

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