Watch a 36-minute lecture from the Indo-French workshop on Classical and Quantum Dynamics in Out of Equilibrium Systems, exploring universality principles for two coupled Kardar-Parisi-Zhang (KPZ) equations. Delivered at the International Centre for Theoretical Sciences in Bengaluru, the talk contributes to a broader discussion on non-equilibrium statistical physics and quantum dynamics. Learn from Herbert Spohn's expertise as part of a collaborative initiative between French and Indian theoretical physics laboratories, supported by CEFIPRA, aimed at fostering international research partnerships and academic exchanges between the two countries.
Universality for Two Coupled KPZ Equations
International Centre for Theoretical Sciences via YouTube
Overview
Syllabus
Universality for two coupled KPZ equations by Herbert Spohn
Taught by
International Centre for Theoretical Sciences
Related Courses
-
KPZ Universality and Iterates of Random Monotone Maps
-
Universality Classes and Symmetries in Steady States of Run-and-Tumble Particles
-
Hamiltonian Paths on Random Bicubic Maps and KPZ
-
Equivalence of Fluctuations Between SHE and KPZ Equation in Weak Disorder Regime
-
Physics of Biological Systems
-
Understanding the KPZ Problem - A New Perspective on Random Geometry and Universal Statistics
