Probing Moduli Space Cohomology Using Quantum Field Theory

Explore a technical physics lecture from the Combinatorics of Fundamental Physics Workshop where Michael Borinsky from ETH Zurich delves into the intersection of quantum field theory and moduli space cohomology. Learn advanced mathematical concepts and their applications in fundamental physics as the speaker examines how quantum field theoretical methods can be used to probe and understand moduli space cohomology structures. Gain insights into cutting-edge research connecting mathematical physics, combinatorics, and quantum theory during this in-depth presentation delivered at the Institute for Advanced Study's Wolfensohn Hall.