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A Topological Approach of the Web Classification

机译:Web分类的拓扑方法

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摘要

In this paper we study some topological aspects related to the important operations of searching and classification over the Web. Classification is dictated by some criteria, and these criteria can be defined as a classification operator. An interesting problem is to prove the existence of a stable classification with respect to a certain operator. In this context we provide a topological approach to describe the structure of the web based on the trips given by the links of the web documents, and present various topologies defined over the Web. Some results regarding the topological properties as connectivity, density and separation are presented. The Alexandrov topology plays a particular role, and we have a certain equivalence between this topology and the classification process.
机译:在本文中,我们研究了一些与Web搜索和分类的重要操作有关的拓扑方面。分类是由一些标准决定的,这些标准可以定义为分类算子。一个有趣的问题是证明关于某个算子的稳定分类的存在。在这种情况下,我们提供了一种拓扑方法,用于根据Web文档链接给出的行程来描述Web的结构,并介绍通过Web定义的各种拓扑。提出了有关拓扑属性(如连通性,密度和分离性)的一些结果。亚历山德罗夫(Alexandrov)拓扑起着特殊的作用,并且在该拓扑和分类过程之间具有一定的等效性。

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