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首页> 外文期刊>Journal of Physics, A. Mathematical and General: A Europhysics Journal >Minimal spanning tree and percolation on mosaics: graph theory and percolation
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Minimal spanning tree and percolation on mosaics: graph theory and percolation

机译:最小生成树和镶嵌上的渗透:图论和渗透

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摘要

Graph theory, through the minimal spanning tree (MST), is used to determine site percolation thresholds p_c related to 2D regular lattices. It is shown that there is a direct relation between p_c and a geometrical parameter characterizing the lattices. Moreover, the methodology developed in this paper makes it possible to study long-range percolation in an efficient way.
机译:图论通过最小生成树(MST)用于确定与2D规则晶格有关的位点渗透阈值p_c。结果表明,p_c与表征晶格的几何参数之间存在直接关系。此外,本文开发的方法使以有效方式研究远程渗滤成为可能。

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