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在中间值和最大公共子图之间的关系的一组图形

On the Relation Between the Median and the Maximum Common Subgraph of a Set of Graphs
课程网址: http://videolectures.net/gbr07_ferrer_otrb/  
主讲教师: Miquel Ferrer
开课单位: 巴塞罗那自治大学
开课时间: 2007-07-12
课程语种: 英语
中文简介:
给定一组元素,中间值可以是一个有用的概念,用于获取捕获集合的全局信息的代表。在结构模式识别领域,还定义了一组图的中值,并导出了一些性质。另外,一组图的最大公共子图是一个众所周知的概念,在模式识别中有着各种各样的应用。中值子图和最大公共子图的计算都是非常复杂的任务。因此,出于实际的原因,采用了一些策略来减少搜索空间,并得到中值图的近似解。中值图与集合中所有图的距离之和的界限在定义此类策略时是有用的。本文减少了中值图距离和的上界,并将其与最大公共子图联系起来。
课程简介: Given a set of elements, the median can be a useful concept to get a representative that captures the global information of the set. In the domain of structural pattern recognition, the median of a set of graphs has also been defined and some properties have been derived. In addition, the maximum common subgraph of a set of graphs is a well known concept that has various applications in pattern recognition. The computation of both the median and the maximum common subgraph are highly complex tasks. Therefore, for practical reasons, some strategies are used to reduce the search space and obtain approximate solutions for the median graph. The bounds on the sum of distances of the median graph to all the graphs in the set turns out to be useful in the definition of such strategies. In this paper, we reduce the upper bound of the sum of distances of the median graph and we relate it to the maximum common subgraph.
关 键 词: 计算机科学; 机器学习; 模式识别
课程来源: 视频讲座网
最后编审: 2019-11-28:cwx
阅读次数: 52