Ergodic Properties of the Equilibrium Process Associated with Infinitely Many Markovian Particles
Ergodic Properties of the Equilibrium Process Associated with Infinitely Many Markovian Particles
Consider a system of independent identically distributed Markov processes which have an invariant measure A. It is known that if each process starts from each point of a ^-Poisson point process at time zero,, these particles are /l-Poisson distributed at every later time £>0 Q].In the present paper we are …