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Ant Colony Optimization with Markov Random Walk for Community Detection in Graphs

机译:马尔可夫随机游走的蚁群优化算法在图中的社区检测

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摘要

Network clustering problem (NCP) is the problem associated to the detection of network community structures. Building on Markov random walks we address this problem with a new ant colony optimization strategy, named as ACOMRW, which improves prior results on the NCP problem and does not require knowledge of the number of communities present on a given network. The framework of ant colony optimization is taken as the basic framework in the ACOMRW algorithm. At each iteration, a Markov random walk model is taken as heuristic rule; all of the ants' local solutions are aggregated to a global one through clustering ensemble, which then will be used to update a pheromone matrix. The strategy relies on the progressive strengthening of within-community links and the weakening of between-community links. Gradually this converges to a solution where the underlying community structure of the complex network will become clearly visible. The performance of algorithm ACOMRW was tested on a set of benchmark computer-generated networks, and as well on real-world network data sets. Experimental results confirm the validity and improvements met by this approach.
机译:网络聚类问题(NCP)是与检测网络社区结构相关的问题。在马尔可夫随机播放我们通过命名为ACOMRW的新蚁群优化策略来解决这个问题,这改善了NCP问题的先前结果,并且不需要了解给定网络上存在的社区数量。蚁群优化框架被视为ACOMRW算法中的基本框架。在每次迭代时,马尔可夫随机步道模型被视为启发式规则;所有Ants的本地解决方案通过聚类集群聚合到全局群体,然后将用于更新信息素矩阵。该战略依赖于社区内部联系的逐步加强和社区之间的弱化。逐渐将此收敛到复杂网络的基础社区结构将清晰可见的解决方案。算法ACOMRW的性能在一组基准计算机生成的网络上进行了测试,以及现实世界网络数据集。实验结果证实了这种方法的有效性和改进。

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