Macroscopic diffusive fluctuations for generalized hard rods dynamics
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Publication:6510210
arXiv2305.13037MaRDI QIDQ6510210
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Abstract: We study the fluctuations in equilibrium for a dynamics of rods with random length. This includes the classical hard rod elastic collisions, when rod lengths are constant and equal to a positive value. We prove that in the diffusive space-time scaling, an initial fluctuation of density of particles of velocity , after recentering on its Euler evolution, evolve randomly shifted by a Brownian motion of variance .
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