Jiang M.
Equilibrium States for Lattice Models of Hyperbolic Type
(83K, Plain TeX)

ABSTRACT.   We study the structural stability of coupled map lattice models  of  
hyperbolic type under certain metrics. We prove the existence of 
equilibrium states for continuous functions  on lattice models under the
conditions of weak interaction and translation invariance. We also
 study the uniqueness and ergodic properties of these equilibrium 
states for  H\"older continuous functions.