The Scaling Limit of the Incipient Infinite Cluster in High-Dimensional Percolation. I. Critical Exponents
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- 1 June 2000
- journal article
- Published by Springer Nature in Journal of Statistical Physics
- Vol. 99 (5-6) , 1075-1168
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This publication has 26 references indexed in Scilit:
- Spatial Branching Processes, Random Snakes and Partial Differential Equations1999
- Scaling Limit for the Incipient Spanning Clusters1998
- Tree-based models for random distribution of massJournal of Statistical Physics, 1993
- The number and size of branched polymers in high dimensionsJournal of Statistical Physics, 1992
- A note on differentiability of the cluster density for independent percolation in high dimensionsJournal of Statistical Physics, 1992
- Mean-field critical behaviour for correlation length for percolation in high dimensionsProbability Theory and Related Fields, 1990
- Percolation1989
- Gap exponents for percolation processes with triangle conditionJournal of Statistical Physics, 1987
- The incipient infinite cluster in two-dimensional percolationProbability Theory and Related Fields, 1986
- Tree graph inequalities and critical behavior in percolation modelsJournal of Statistical Physics, 1984