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Explore the deep connections between topological recursion and conformal field theory in this comprehensive lecture series delivered by Bertrand Eynard from IPhT Saclay. Delve into the mathematical foundations and applications of topological recursion, a powerful technique used to compute correlation functions and solve various problems in mathematical physics. Examine how these methods intersect with conformal field theory, uncovering the underlying structures that govern both frameworks. Investigate the relationships between these theoretical approaches and random geometry, gaining insights into how these mathematical tools can be applied to understand complex geometric and physical phenomena. Learn from an expert perspective on cutting-edge research at the intersection of algebraic geometry, mathematical physics, and probability theory through detailed mathematical exposition and rigorous theoretical development.
