R. Durrett, Multicolor particle systems with large threshold and range,J. Theoret. Prob.
R. Durrett and D. Griffeath, Asymptotic behavior of excitable cellular automata,J. Exp. Math., to appear.
R. Durrett and J. Steif, Some rigorous results for the Greenberg-Hastings model,J. Theoret. Prob.
R. Durrett and J. Steif, Fixation results for threshold voter models,Ann. Prob.
R. Fisch, The one-dimensional cyclic cellular automaton: A system with deterministic dynamics that emulates an interacting particle system with stochastic dynamics,J. Theoret. Prob.
R. Fisch, Clustering in the one-dimensional 3-color cyclic cellular automaton,Ann. Prob.
R. Fisch and J. Gravner, The one dimensional Greenberg-Hastings model, in preparation.
R. Fisch, J. Gravner, and D. Griffeath, InCyclic Cellular Automata in Two Dimensions (Birkhauser, Basel).
R. Fisch, J. Gravner, and D. Griffeath, Metastability in the Greenberg-Hastings model,Ann. Appl. Prob.
R. Fisch, J. Gravner, and D. Griffeath, Threshold-range scaling for excitable cellular automata,Stat. Computing
R. Fisch and D. Griffeath, Excitel: A periodic wave modeling environment, Freewave (1991).
J. Gravner, Ring dynamics in the Green-Hastings model, preprint.
J. Gravner, Doctoral Dissertation, University of Wisconsin at Madison.
J. M. Greenberg and S. P. Hastings, Spatial patterns for discrete models of diffusion in excitable media,SIAM J. Appl. Math.
J. Steif, The threshold voter automaton at a critical point,Ann. Prob.
A. T. Winfree, E. M. Winfree, and H. Seifert, Organizing centers in a cellular excitable medium,Physica