LANDIM , Claudio

We examine the entropy of non-equilibrium stationary states of boundary driven totally asymmetric simple exclusion processes. As a consequence, we obtain that the Gibbs-Shannon entropy of the non equilibrium stationary state converges to the Gibbs- Shannon entropy of the local equilibrium state. Moreover, we prove that its fluctuations are...

We examine the entropy of non-equilibrium stationary states of boundary driven totally asymmetric simple exclusion processes. As a consequence, we obtain that the Gibbs-Shannon entropy of the non equilibrium stationary state converges to the Gibbs- Shannon entropy of the local equilibrium state. Moreover, we prove that its fluctuations are...