Convergence to equilibrium for the heat bath coupled to a particle [PDF]
T. V. DudnikovaWe consider a linear Hamiltonian system consisting of an infinite heat reservoir and a classical particle. The initial data are supposed to be a random function which has some mixing properties. We study the distribution \mu_t of the random solution at time moments t\in R. The main result is the convergence of \mu_t to a Gaussian probability measure as t\to\infty.View original: http://arxiv.org/abs/1302.2756
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