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Mining Biological Interaction Networks Using Weighted Quasi-Bicliques

机译:利用加权拟双斜度挖掘生物相互作用网络

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Biological network studies can provide fundamental insights into various biological tasks including the functional characterization of genes and their products, the characterization of DNA-protein interactions, and the identification of regulatory mechanisms. However, biological networks are confounded with unreliable interactions and are incomplete, and thus, their computational exploitation is fraught with algorithmic challenges. Here we introduce quasi-biclique problems to analyze biological networks when represented by bipartite graphs. In difference to previous quasi-biclique problems, we include biological interaction levels by using edge-weighted quasi-bicliques. While we prove that our problems are NP-hard, we also provide exact IP solutions that can compute moderately sized networks. We verify the effectiveness of our IP solutions using both simulation and empirical data. The simulation shows high quasi-biclique recall rates, and the empirical data corroborate the abilities of our weighted quasi-bicliques in extracting features and recovering missing interactions from the network.
机译:生物网络研究可以提供对各种生物任务的基础见解,包括基因及其产物的功能表征,DNA-蛋白质相互作用的表征以及调节机制的鉴定。然而,生物网络被不可靠的相互作用所迷惑并且是不完整的,因此,它们的计算利用充满了算法挑战。在这里,我们介绍拟二分方程问题,以分析由二部图表示的生物网络。与以前的拟双斜体问题不同,我们通过使用边缘加权的拟双斜体来包括生物相互作用水平。虽然我们证明了我们的问题是NP难题,但我们还提供了可以计算中等规模网络的精确IP解决方案。我们使用仿真和经验数据来验证我们IP解决方案的有效性。该模拟显示出较高的准bic形文字召回率,而经验数据证实了我们的加权准bic形文字在提取特征和恢复网络中缺少的相互作用方面的能力。

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