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Drug-Target Interaction Prediction through Label Propagation with Linear Neighborhood Information

机译:通过用线性邻域信息标记传播的药物 - 目标交互预测

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摘要

Interactions between drugs and target proteins provide important information for the drug discovery. Currently, experiments identified only a small number of drug-target interactions. Therefore, the development of computational methods for drug-target interaction prediction is an urgent task of theoretical interest and practical significance. In this paper, we propose a label propagation method with linear neighborhood information (LPLNI) for predicting unobserved drug-target interactions. Firstly, we calculate drug-drug linear neighborhood similarity in the feature spaces, by considering how to reconstruct data points from neighbors. Then, we take similarities as the manifold of drugs, and assume the manifold unchanged in the interaction space. At last, we predict unobserved interactions between known drugs and targets by using drug-drug linear neighborhood similarity and known drug-target interactions. The experiments show that LPLNI can utilize only known drug-target interactions to make high-accuracy predictions on four benchmark datasets. Furthermore, we consider incorporating chemical structures into LPLNI models. Experimental results demonstrate that the model with integrated information (LPLNI-II) can produce improved performances, better than other state-of-the-art methods. The known drug-target interactions are an important information source for computational predictions. The usefulness of the proposed method is demonstrated by cross validation and the case study.
机译:药物和靶蛋白之间的相互作用为药物发现提供了重要信息。目前,实验仅确定了少量的药物靶标相互作用。因此,用于药物 - 目标相互作用预测的计算方法的发展是理论兴趣和实际意义的紧迫任务。在本文中,我们提出了一种具有线性邻域信息(LPLNI)的标签传播方法,用于预测未观察的药物靶靶相互作用。首先,通过考虑如何重建来自邻居的数据点,我们在特征空间中计算药物 - 药物线性邻域相似度。然后,我们将相似之处作为药物的歧管,并且假设在相互作用空间中不变的歧管。最后,我们通过使用药物 - 药物线性邻域相似性和已知的药物 - 靶靶相互作用来预测已知药物和靶之间的不观察室相互作用。实验表明,LPLNI只能利用已知的药物 - 目标相互作用,以对四个基准数据集进行高精度预测。此外,我们考虑将化学结构纳入LPLNI模型。实验结果表明,具有综合信息(LPLNI-II)的模型可以产生改进的性能,而优于其他最先进的方法。已知的药物 - 目标相互作用是计算预测的重要信息源。通过交叉验证和案例研究证明了所提出的方法的有用性。

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