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Название: Correlation Lengths for Oriented Percolation
Авторы: Durrett R., Schonmann R.H., Tanaka N.I.
Аннотация:
Oriented percolation has two correlation lengths, one in the "'space" and one in the "time" direction. In this paper we define these quantities for the two-dimensional model in terms of the exponential decay of suitably chosen quantities, and study the relationship between the various definitions. The definitions are used in a companion paper to prove inequalities between critical exponents.