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原文連結
論文資訊
- 類型：已發表論文
- 日期：2017
摘要
The number of clusters per site n(p)in 滲流 at the critical point p=pcis not itself a universal quantity; it depends upon the lattice and 滲流 type (site or bond). However, many of its properties, including finite-size corrections, 縮放律 behavior with p, and amplitude ratios, show various degrees of universal behavior. Some of these are universal in the sense that the behavior depends upon the shape of the system, but not lattice type. Here, we elucidate the various levels of universality for elements of n(p)both theoretically and by carrying out extensive studies on several two- and three-dimensional systems, by high-order series analysis, 蒙地卡羅 simulation, and exact enumeration. We find many results, including precise values for n(pc)for several systems, a clear demonstration of the singularity
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