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Explore the mathematical framework of universality classes in coupled Kardar-Parisi-Zhang (KPZ) equations through this 59-minute conference talk delivered by H. Spohn from the Technical University of Munich. Delve into the theoretical foundations of non-equilibrium many-body systems and understand how coupled KPZ equations exhibit universal behavior across different physical systems. Examine the classification of these universality classes and their mathematical properties, gaining insights into how different coupling mechanisms affect the scaling behavior and critical exponents of these fundamental equations in statistical physics. Learn about the applications of these concepts to various physical phenomena including interface growth, traffic flow, and other non-equilibrium processes where multiple KPZ-type dynamics interact.
