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Detecting dense subgraphs in complex networks based on edge density coefficient

机译:基于边缘密度系数检测复杂网络中的密集子图

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Densely connected patterns in biological networks can help biologists to elucidate meaningful insights. How to detect dense subgraphs effectively and quickly has been an urgent challenge in recent years. In this paper, we proposed a local measure named the edge density coefficient, which could indicate whether an edge locates a dense subgraph or not. Simulation results showed that this measure could improve both the accuracy and speed in detecting dense subgraphs. Thus, the G-N algorithm can be extended to large biological networks by this local measure.
机译:生物网络中的密集连接模式可以帮助生物学家阐明有意义的见解。如何有效地检测密集的子图,近年来一直是一种紧迫的挑战。在本文中,我们提出了一个名为边缘密度系数的本地度量,其可以指示边缘是否定位密集的子图。仿真结果表明,该措施可以改善检测致密子图的准确性和速度。因此,G-N算法可以通过该本地度量扩展到大型生物网络。

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