The Monte Carlo percolation-probability data of Frisch et al. are analyzed under the assumption that $R(p)$, the probability that a given site (bond) belongs to an infinite cluster as a function of the probability p of site (bond) occupation, has the asymptotic behavior R(p)~(p-pc)^β, as p→pc⁺, where pc is the critical percolation probability. The estimated values of β for various lattices are tabulated.
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Rudd et al. (1970) studied this question.
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