CELLULAR-AUTOMATA APPROACH TO SITE PERCOLATION ON Z(2) - A NUMERICAL STUDY

Blanchard P, GANDOLFO D (1993)
JOURNAL OF STATISTICAL PHYSICS 73(1-2): 399-408.

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We present a cellular automata model as a new approach to Bernoulli site percolation on the square lattice. A new macroscopic quantity is defined and numerically computed at each level step of the automata dynamics. Its limit manifests a critical behavior at a value of the site occupancy probability quite close to those obtained for site percolation on Z2 with the best-known numerical methods.
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Blanchard P, GANDOLFO D. CELLULAR-AUTOMATA APPROACH TO SITE PERCOLATION ON Z(2) - A NUMERICAL STUDY. JOURNAL OF STATISTICAL PHYSICS. 1993;73(1-2):399-408.
Blanchard, P., & GANDOLFO, D. (1993). CELLULAR-AUTOMATA APPROACH TO SITE PERCOLATION ON Z(2) - A NUMERICAL STUDY. JOURNAL OF STATISTICAL PHYSICS, 73(1-2), 399-408.
Blanchard, P., and GANDOLFO, D. (1993). CELLULAR-AUTOMATA APPROACH TO SITE PERCOLATION ON Z(2) - A NUMERICAL STUDY. JOURNAL OF STATISTICAL PHYSICS 73, 399-408.
Blanchard, P., & GANDOLFO, D., 1993. CELLULAR-AUTOMATA APPROACH TO SITE PERCOLATION ON Z(2) - A NUMERICAL STUDY. JOURNAL OF STATISTICAL PHYSICS, 73(1-2), p 399-408.
P. Blanchard and D. GANDOLFO, “CELLULAR-AUTOMATA APPROACH TO SITE PERCOLATION ON Z(2) - A NUMERICAL STUDY”, JOURNAL OF STATISTICAL PHYSICS, vol. 73, 1993, pp. 399-408.
Blanchard, P., GANDOLFO, D.: CELLULAR-AUTOMATA APPROACH TO SITE PERCOLATION ON Z(2) - A NUMERICAL STUDY. JOURNAL OF STATISTICAL PHYSICS. 73, 399-408 (1993).
Blanchard, Philippe, and GANDOLFO, D. “CELLULAR-AUTOMATA APPROACH TO SITE PERCOLATION ON Z(2) - A NUMERICAL STUDY”. JOURNAL OF STATISTICAL PHYSICS 73.1-2 (1993): 399-408.
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