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Название: Correlation Length and Its Critical Exponent for Percolation Processes
Автор: Nguyen B.G.
Journal of Statistical Physics, Vol. 46, Nos. 3/4, 1987. p. 517-523.
Some critical exponent inequalities are given involving the correlation length of site percolation processes on Z^d. In particular, it is shown that v >/ 2/d, which implies that the critical exponent v cannot take its mean-field value for the three-dimensional percolation processes.