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引用次数: 0
摘要
派系关系对于理解广泛的社会互动的动态是有用的。研究集团关系的一个应用涉及研究如何利用这种“异常集团行为检测”来检测基于在线社交网络(Online Social Networks, osn)信息的子社区行为。在社交网络中,小团体代表大团体的一个子团体,其中小团体中的每个成员都与小团体中的其他成员直接相关。这些小集团往往具有相互牵制的关系,大的小集团可以容纳小的小集团。因此,寻找集团的程度,或最大集团是一个重要的研究问题。在我们的方法中,我们评估了在团算法中添加权重因子和整合图论,以获得更多关于团的数据。在这方面,小团体活动不像那些由一个用户发布的活动,所有其他用户都可以看到。我们的算法基于单个边计算团的总权重。用户发布频繁的活动。他们的小集团成员,就像其他实体一样,可能会或可能不会与所有这些活动互动。
The Analysis of Sub-Communities Behavior in Social Networks
Clique relations are useful in understanding the dynamics of a wide range of social interactions. One application of studying clique relations involves studying how such “detection of abnormal cliques’ behaviors” can be used to detect sub-communities’ behaviors
based on information from Online Social Networks (OSNs).In social networks, a clique represents a sub-group of the larger group in which every member in the clique is directly associated with every other member in the clique. Those cliques often possess a containment relation with each
other where large cliques can contain small size cliques. Thus, finding the extent of the clique, or the maximum clique is an important research questions. In our approach, we evaluated adding the weight factor and integrating graph theory to clique algorithm in order to derive more data about
the clique. In this regard clique activities are not like those in group discussions where an activity is posted by one user and is visible by all others. Our algorithm calculates the overall weight of the clique based on individual edges. Users post frequent activities. Their clique members,
just like other entities, may or may not interact with all those activities.