Equilibrium Kawasaki dynamics and determinantal point process (Q357290)

Loosely speaking, a Kawasaki dynamics is a continuous-time Markov process running in a configuration space defined on a locally compact topological space (endowed with the so-called vague topology), in which particles randomly hop over the topological space. One focuses more especially on equilibrium dynamics, and in the present short paper, one describes a general scheme for constructing an equilibrium Kawasaki dynamics in the case of a discrete space.