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Master
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Correlation length in the planar Random-Cluster Model

ContributorsDubout, Jeremy
Defense date2014
Abstract

We define the correlation length Lp in terms of crossing probabilities for the Random-Cluster Model with 1 ≤q≤4 . Then we show its equivalence with the standard definition of correlation length defined in terms of exponential decay of correlations. The proof uses the recently developed RSW theory for Random-Cluster measures.

eng
Citation (ISO format)
DUBOUT, Jeremy. Correlation length in the planar Random-Cluster Model. 2014.
Main files (1)
Master thesis
accessLevelRestricted
Identifiers
  • PID : unige:41222
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Technical informations

Creation10/27/2014 11:48:00 AM
First validation10/27/2014 11:48:00 AM
Update time03/14/2023 10:10:21 PM
Status update03/14/2023 10:10:20 PM
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