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Mathematical models for academic webs: Linear relationship or non-linear power law?

机译:学术网站的数学模型:线性关系还是非线性幂定律?

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Previous studies of academic web interlinking have tended to hypothesise that the relationship between the research of a university and links to or from its web site should follow a linear trend, yet the typical distribution of web data, in general, seems to be a non-linear power law. This paper assesses whether a linear trend or a power law is the most appropriate method with which to model the relationship between research and web site size or outlinks. Following linear regression, analysis of the confidence intervals for the logarithmic graphs, and analysis of the outliers, the results suggest that a linear trend is more appropriate than a non-linear power law. (c) 2005 Elsevier Ltd. All rights reserved.
机译:先前有关学术网络互连的研究倾向于假设大学的研究与其网站链接之间的关系应遵循线性趋势,但一般而言,网络数据的典型分布似乎是非线性的。线性幂定律。本文评估了线性趋势还是幂律是建模研究与网站规模或外链之间关系的最合适方法。在进行线性回归,对数图的置信区间分析以及离群值分析之后,结果表明线性趋势比非线性幂定律更合适。 (c)2005 Elsevier Ltd.保留所有权利。

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