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Non-negative Matrix Tri-Factorization for Data Integration and Network-based Drug Repositioning

机译:用于数据集成和基于网络的药物重新定位的非负矩阵三因子

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Drug discovery is a high cost and high risk process, thus finding new uses for approved drugs, i.e. drug repositioning, via computational methods has become increasingly interesting. In this study, we present a new network-based approach for predicting potential new indications for existing drugs through their connections with other biological entities. For this aim, we first built a large network integrating drugs, proteins, biological pathways and drugs' categories as nodes of the network, and connections between such nodes as links of the network. Our method leverages the Non-Negative Matrix Tri-Factorization reconstruction of adjacency matrices in order to predict novel category-drug links, i.e. a new category (or use)associated with a drug, taking the entire network information into account. We tested our method on a set of 1,120 drugs labeled with ten categories; when we hide to the method the 10% of the drug-category associations, it was able to infer those missing values with a recall of 60% and a precision of 70%. Precision and recall remain higher than a Random Classifier in case of larger percentage of hidden links, demonstrating the robustness of the method. Also, we were able to predict novel drug-label associations not yet reported in the repository. Finally, we favorably compared our method with a state of the art method for drug repositioning; the NMTF method achieved an average precision score of 0.68 vs. the 0.55 score of the state of the art method.
机译:药物发现是一个高成本和高风险的过程,因此通过计算方法寻找批准的药物的新用途,即药物重新定位变得越来越有趣。在这项研究中,我们提出了一种基于网络的新方法,通过与其他生物实体的联系来预测现有药物的潜在新适应症。为此,我们首先建立了一个大型网络,将药物,蛋白质,生物途径和药物类别整合为网络的节点,并将这些节点之间的连接作为网络的链接。我们的方法利用邻接矩阵的非负矩阵三因子重构,以便在考虑整个网络信息的情况下预测与药物相关的新型类别药物链接,即与药物相关的新类别(或用途)。我们在一组1,120种药物中对我们的方法进行了测试,这些药物被标记为十类。当我们对该方法隐藏10%的毒品类别关联时,它能够以60%的召回率和70%的准确度推断那些缺失值。在隐藏链接所占百分比较高的情况下,精度和查全率仍高于随机分类器,这证明了该方法的鲁棒性。另外,我们能够预测尚未在资料库中报告的新型药物标签关联。最后,我们将我们的方法与最先进的药物重新定位方法进行了比较; NMTF方法的平均精度得分为0.68,而现有技术方法的平均精度得分为0.55。

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