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原文連結
論文資訊
- 類型：已發表論文
- 日期：2019
摘要
The area of 網絡s is very interdisciplinary and exhibits many applications in several fields of science. Nevertheless, there are few studies focusing on geographically located d-dimensional 網絡s. In this paper, we study the 縮放律 properties of a wide class of d-dimensional geographically located 網絡s which grow with preferential attachment involving Euclidean distances through r(ij)(-alpha A) (alpha(A) >= 0). We have numerically analyzed the time 演化 of the connectivity of sites, the average shortest path, the degree distribution 熵, and the average clustering coefficient for d = 1, 2, 3, 4 and typical values of alpha(A). Remarkably enough, virtually all the curves can be made to collapse as functions of the scaled variable alpha(A)/d. These observations confirm the existence of three regimes. The
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