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Mining hidden communities in social networks using KD-Tree and improved KD-Tree

机译:使用KD-Tree和改进的KD-Tree挖掘社交网络中的隐藏社区

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A Social network structure contains several nodes which are connected based on the relationships. Network community mining methods are used discover all hidden communities in distributed social networks based on some criteria. Several algorithms have been developed to solve the hidden community mining problem. In a given network the links between the nodes are opaque, but few nodes are thin. Finding hidden communities in such a large network is always difficult. The existing algorithms like LM (Community mining based on Local Mixing properties) algorithm gives new methods for characterizing network communities via introducing a stochastic process on networks. And it analyzes the network dynamics based on the large deviation theory concept. Through our literature survey we identified few problems in the existing methods. The actual numbers of communities are identified using the recursive bisection methods. Stopping criterion values are predefined. It does not increase communication performance and network partitioning became complex. To overcome the above mentioned problems proposed two algorithms. First we proposed community bipartition method by using KD-Tree. The stopping criterion is calculated automatically. In that we found few limitations, so we proposed an Improved KD tree algorithm. It improves the effectiveness and scalability. In this paper we analyzed both the algorithms that are LM with KD tree and Improved KD tree.
机译:社交网络结构包含几个基于关系连接的节点。网络社区挖掘方法用于根据某些条件发现分布式社交网络中的所有隐藏社区。已经开发了几种算法来解决隐藏的社区挖掘问题。在给定的网络中,节点之间的链接是不透明的,但很少有节点是瘦的。在如此庞大的网络中寻找隐藏的社区总是很困难。现有的算法,例如LM(基于本地混合属性的社区挖掘)算法,通过在网络上引入随机过程,提供了表征网络社区的新方法。并基于大偏差理论对网络动力学进行了分析。通过我们的文献调查,我们发现了现有方法中的一些问题。使用递归二等分法确定社区的实际数量。停止标准值是预定义的。它不会提高通信性能,并且网络分区变得复杂。为了克服上述问题,提出了两种算法。首先,我们提出了一种使用KD-Tree的社区划分方法。停止标准是自动计算的。因为我们发现了一些局限性,所以我们提出了一种改进的KD树算法。它提高了有效性和可伸缩性。在本文中,我们分析了带有KD树和改进KD树的LM算法。

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