Simple random walk on long-range percolation clusters II: Scaling limits | Zendy

Nicholas Crawford | Zendy; Allan Sly | Zendy

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Simple random walk on long-range percolation clusters II: Scaling limits

Author(s) -

Nicholas Crawford,

Allan Sly

Publication year - 2013

Publication title -

the annals of probability

Language(s) - Uncategorized

Resource type - Journals

SCImago Journal Rank - 3.184

H-Index - 98

eISSN - 2168-894X

pISSN - 0091-1798

DOI - 10.1214/12-aop774

Subject(s) - mathematics , random walk , scaling limit , combinatorics , percolation (cognitive psychology) , invariance principle , brownian motion , simple (philosophy) , conjecture , limit (mathematics) , ergodic theory , statistical physics , scaling , simple random sample , loop erased random walk , discrete mathematics , heterogeneous random walk in one dimension , pure mathematics , mathematical analysis , physics , statistics , geometry , population , linguistics , philosophy , demography , epistemology , neuroscience , sociology , biology

Supported in part at the Technion by a Landau fellowship. Supported in part by an Alfred Sloan Fellowship in Mathematics

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