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PERCOLATION AND DISORDERED SYSTEMS Geoffrey GRIMMETT

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Percolation and Disordered Systems 297<br />

275. Morrow, G., Schinazi, R., and Zhang, Y. (1994). The critical contact<br />

process on a homogeneous tree. Journal of Applied Probability 31,<br />

250–255.<br />

276. Nash-Williams, C. St. J. A. (1959). Random walks and electric<br />

currents in networks. Proceedings of the Cambridge Philosophical<br />

Society 55, 181–194.<br />

277. Newman, C. M. (1986). Some critical exponent inequalities for<br />

percolation. Journal of Statistical Physics 45, 359–368.<br />

278. Newman, C. M. (1986). Percolation theory: a selective survey of<br />

rigorous results. Advances in Multiphase Flow and Related Problems<br />

(G. Papanicolaou, ed.), SIAM, Philadelphia, pp. 147–167.<br />

279. Newman, C. M. (1987). Inequalities for γ and related critical<br />

exponents in short and long range percolation. Percolation Theory and<br />

Ergodic Theory of Infinite Particle Systems (H. Kesten, ed.), Springer,<br />

Berlin, pp. 229–244.<br />

280. Newman, C. M. (1987). Another critical exponent inequality for<br />

percolation: β ≥ 2/δ. Journal of Statistical Physics 47, 695–699.<br />

281. Newman, C. M. (1989). The 1/r 2 phase transition: a review.<br />

Proceedings of the IXth International Congress on Mathematical<br />

Physics (B. Simon, A. Truman, and I. M. Davies, eds.), Adam Hilger,<br />

Bristol, pp. 377–379.<br />

282. Newman, C. M. (1991). Ising models and dependent percolation.<br />

Topics in Statistical Dependence (H. W. Block, A. R. Sampson, and<br />

T. H. Savits, eds.), IMS Lecture Notes, Monograph Series, vol. 16,<br />

pp. 395–401.<br />

283. Newman, C. M. (1991). Topics in percolation. Mathematics of<br />

Random Media (W. Kohler and B. White, eds.), vol. 27, American<br />

Mathematical Society, Providence, pp. 41–51.<br />

284. Newman, C. M. (1994). Disordered Ising systems and random cluster<br />

representations. Probability and Phase Transition (G. R. Grimmett,<br />

ed.), Kluwer, Dordrecht, pp. 247–260.<br />

285. Newman, C. M. (1995). A surface view of first-passage percolation.<br />

Proceedings of The International Congress of Mathematicians<br />

(S. D. Chatterji, ed.), Birkhäuser, Boston, pp. 1017–1023.<br />

286. Newman, C. M. and Piza, M. S. T. (1995). Divergence of shape<br />

fluctuations in two dimensions. Annals of Probability 23, 977–1005.<br />

287. Newman, C. M. and Schulman, L. S. (1981). Infinite clusters in<br />

percolation models. Journal of Statistical Physics 26, 613–628.<br />

288. Newman, C. M. and Stein, D. L. (1990). Broken symmetry and<br />

domain structure in Ising-like systems. Physical Review Letters 65,<br />

460–463.<br />

289. Newman, C. M. and Stein, D. L. (1992). Multiple states and<br />

thermodynamic limits in short-ranged Ising spin glass models.<br />

Physical Review B 46, 973–982.

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