PERCOLATION AND DISORDERED SYSTEMS Geoffrey GRIMMETT

Percolation and Disordered Systems 285
78. Borgs, C., Chayes, J. T., Kesten, H., and Spencer, J. (1996). The
birth of the infinite cluster. Communications in Mathematical Physics
224, 153–204.
79. Bramson, M., Durrett, R. T., and Schonmann, R. H. (1991). The
contact process in a random environment. Annals of Probability 19,
960–983.
80. Broadbent, S. R. and Hammersley, J. M. (1957). Percolation processes
I. Crystals and mazes. Proceedings of the Cambridge Philosophical
Society 53, 629–641.
81. Bunimovitch, L. A. and Troubetzkoy, S. E. (1992). Recurrence
properties of Lorentz lattice gas cellular automata. Journal of
Statistical Physics 67, 289–302.
82. Burton, R. M. and Keane, M. (1989). Density and uniqueness in
percolation. Communications in Mathematical Physics 121, 501–505.
83. Burton, R. M. and Meester, R. (1993). Long range percolation in
stationary point processes. Random Structures and Algorithms 4, 177–
190.
84. Burton, R. M. and Pemantle, R. (1993). Local characteristics, entropy
and limit theorems for uniform spanning trees and domino tilings via
transfer-impedances. Annals of Probability 21, 1329–1371.
85. Campanino, M., Chayes, J. T., and Chayes, L. (1991). Gaussian
fluctuations of connectivities in the subcritical regime of percolation.
Probability Theory and Related Fields 88, 269–341.
86. Cardy, J. (1992). Critical percolation in finite geometries. Journal of
Physics A: Mathematical and General 25, L201.
87. Chayes, J. T. and Chayes, L. (1987). The mean field bound for the
order parameter of Bernoulli percolation,. Percolation Theory and
Ergodic Theory of Infinite Particle Systems (H. Kesten, ed.), Springer-
Verlag, New York, pp. 49–71.
88. Chayes, J. T. and Chayes, L. (1987). On the upper critical dimension
of Bernoulli percolation,. Communications in Mathematical Physics
113, 27–48.
89. Chayes, J. T. and Chayes, L. (1989). The large-N limit of the
threshold values in Mandelbrot’s fractal percolation process. Journal
of Physics A: Mathematical and General 22, L501–L506.
90. Chayes, J. T., Chayes, L., and Durrett, R. T. (1986). Critical behavior
of the two-dimensional first passage time. Journal of Statistical
Physics 45, 933–948.
91. Chayes, J. T., Chayes, L., and Durrett, R. T. (1988). Connectivity
properties of Mandelbrot’s percolation process. Probability Theory and
Related Fields 77, 307–324.
92. Chayes, J. T., Chayes, L., Fisher, D. S., and Spencer, T. (1989).
Correlation length bounds for disordered Ising ferromagnets.
Communications in Mathematical Physics 120, 501–523.