Phase separation in random cluster models I: uniform upper bounds on local deviation

Phase separation in random cluster models I: uniform upper bounds on local deviation

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This is the first in a series of three papers that addresses the behaviour of the droplet that results, in the percolating phase, from conditioning the Fortuin-Kasteleyn planar random cluster model on the presence of an open dual circuit Gamma_0 encircling the origin and enclosing an area of at leas...

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מחבר ראשי: Hammond, A
פורמט: Journal article
שפה:English
יצא לאור: 2010
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