Abstract
We consider the superposition of a symmetric simple exclusion dynamics, speededup in time, with a spinflip dynamics in a onedimensional interval with periodic boundary conditions. We prove the large deviations principle for the empirical measure under the stationary state. We deduce from this result that the stationary state is concentrated on the stationary solutions of the hydrodynamic equation which are stable.
Original language  Spanish 

Pages (fromto)  49101 
Number of pages  53 
Journal  Probability Theory and Related Fields 
Volume  174 
State  Published  1 Jun 2019 
Projects

STATIC LARGE DEVIATIONS FOR A REACTION DIFFUSION MODEL
Farfan Vargas, J. S. & Beltran Ramirez, J. V.
Project: Research