Higher Symmetry Structures, Anomaly Coefficients and Eta Invariants for Quantum Field Theories in Geometric Engineering

Explore advanced theoretical physics concepts in this 51-minute conference talk that delves into the intricate relationships between higher symmetry structures, anomaly coefficients, and eta invariants within the framework of quantum field theories in geometric engineering. Learn how these mathematical structures interconnect and their significance in modern theoretical physics, with particular emphasis on their applications in geometric engineering approaches to quantum field theory. Discover the role of eta invariants in characterizing topological properties and understand how anomaly coefficients emerge from higher symmetry considerations. Gain insights into cutting-edge research methodologies that bridge differential geometry, topology, and quantum field theory, providing a comprehensive view of how these sophisticated mathematical tools are employed to understand fundamental physical phenomena in geometrically engineered quantum systems.