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Explore hydrodynamic fluctuations in stochastic charged cellular automata through this conference talk delivered by T. Yoshimura from the University of Oxford. Delve into the theoretical framework governing many-body systems operating far from equilibrium conditions, examining how microscopic stochastic processes in charged cellular automata give rise to macroscopic hydrodynamic behavior. Learn about the mathematical foundations underlying fluctuation phenomena in these discrete dynamical systems, including the emergence of collective transport properties and the statistical mechanics governing charge dynamics. Discover how cellular automata models serve as powerful tools for understanding non-equilibrium statistical physics, particularly in systems where traditional continuum approaches may be insufficient. Gain insights into the connection between microscopic rules governing individual cell interactions and the resulting macroscopic hydrodynamic equations that describe large-scale behavior. Understand the role of stochasticity in generating realistic fluctuation patterns and how these fluctuations influence the overall system dynamics in charged many-body systems.
