Three-Dimensional Toom Model. Connection to the Anisotropic Kardar-Parisi-Zhang Equation.

Bennett and Grinstein (1976).

Role of Irreversibility in Stabilizing Complex and Nonergodic Behavior in Locally Interaction Systems.

Physical Review Letters, vol. 55, n. 7, pp. 657-660.

Bramson and Gray. A Useful Renormalization Argument.

Depoorter and Maes (2006). Stavskaya's Measure Is Weakly Gibbsian.

Derrida, Lebowitz, Speer, Spohn. Dynamics of an anchored Toom interface.

Gacs and Reif (1987). A Simple Three-Dimensional Real-Time Reliable Cellular Array.

Gacs, Kurdyumov and Levin. One-Dimensional Uniform Arrays that Wash-Out Finite Islands.

Large System Science.

Galperin (1976). One-Dimensional Automaton Networks with Monotonic Local Interaction.

Translated from PPI, vol. 12, n. 4. pp. 74-87.

Galperin. One-Dimensional Monotonic Tesselations with Memory.

Galperin (1976). One-Dimensional Local Monotone Operators with Mermory.

Soviet Math. Dokl. vol. 17 (1976), n. 3, pp. 688-692.

Translated from Dokl. Akad. Nauk SSSR, tom 228 (1976), n. 2.

Galperin (1977). Rates of Interaction Propagation in One-Dimensional Automaton Networks.

Translated from PPI, vol. 13, n. 1, pp. 73-81.

Gray. Toom's Stability Theorem in Continuous Time.

Häggström (2007). Computability of percolation thresholds.

Kihong Park. Stochastic Cellular Automata.

Makowiec (1996). Cellular Automata with Voting Rule.

Makowiec (1998). Toom Probabilistic Cellular Automata Stationary States

via Simulation. Acta Physica Polonica.

Makowiec (1999). Stationary states of Toom cellular automata in simulation.

Phys. Rev. E, vol. 60, issue 4, pp. 3787-3796.

Makowiec and Gnacinski (2002)

Vasershtein (1969). Markov Processes over Denumerable Products of Spaces,

Describing Large Systems of Automata. Translated from PPI, vol. 5, n. 3, pp. 64-72.