ZHANG Yici. The Power Estimate For The Correlation Length ξ（P）of 2-dimension Percolation[J]. Chinese Journal of Applied Probability and Statistics, 1995, 11(1): 88-91.
Citation: ZHANG Yici. The Power Estimate For The Correlation Length ξ（P）of 2-dimension Percolation[J]. Chinese Journal of Applied Probability and Statistics, 1995, 11(1): 88-91.
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The Power Estimate For The Correlation Length ξ（P）of 2-dimension Percolation

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  • We proved that for the Bernoulli bond percolation of Z2 there exist con stants v1＞0, c＞0 such that \xi(p) \leqslant c\left|p-p_c\right|^-\nu_1,where p0 is the critical value and ξ（p） is the correlation length.
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