Tomoyuki Shirai and Hyun Jae Yoo Glauber dynamics for fermion point processes (583K, postscript) ABSTRACT. We construct a Glauber dynamics on $\{0,1\}^{\mcR}$, $\mcR$ a discrete space, with infinite range flip rates, for which a fermion point process is reversible. We also discuss the ergodicity of the corresponding Markov process and the log-Sobolev inequality.