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Chemically Interpretable Graph Interaction Network for Prediction of Pharmacokinetic Properties of Drug-Like Molecules

机译:化学解释的曲线相互作用网络,用于预测药物状分子的药代动力学性质

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Solubility of drug molecules is related to pharmacokinetic properties such as absorption and distribution, which affects the amount of drug that is available in the body for its action. Computational or experimental evaluation of solvation free energies of drug-like molecules/solute that quantify solubilities is an arduous task and hence development of reliable computationally tractable models is sought after in drug discovery tasks in pharmaceutical industry. Here, we report a novel method based on graph neural network to predict solvation free energies. Previous studies considered only the solute for solvation free energy prediction and ignored the nature of the solvent, limiting their practical applicability. The proposed model is an end-to-end framework comprising three phases namely, message passing, interaction and prediction phases. In the first phase, message passing neural network was used to compute inter-atomic interaction within both solute and solvent molecules represented as molecular graphs. In the interaction phase, features from the preceding step is used to calculate a solute-solvent interaction map, since the solvation free energy depends on how (un)favorable the solute and solvent molecules interact with each other. The calculated interaction map that captures the solute-solvent interactions along with the features from the message passing phase is used to predict the solvation free energies in the final phase. The model predicts solvation free energies involving a large number of solvents with high accuracy. We also show that the interaction map captures the electronic and steric factors that govern the solubility of drug-like molecules and hence is chemically interpretable.
机译:药物分子的溶解度与药代动力学性质如吸收和分布有关,这会影响体内可用的药物量的作用。计算或实验性评价药物样分子的溶剂化能量/溶质量化溶解度是一种艰巨的任务,因此在制药行业的药物发现任务中追捧可靠的计算贸易模型的开发。在这里,我们报告了一种基于图形神经网络的新方法来预测溶剂化自由能。以前的研究仅考虑了溶剂化的自由能量预测并忽略了溶剂的性质,限制了它们的实际适用性。所提出的模型是包括三相的端到端框架,即消息通过,交互和预测阶段。在第一阶段中,通过神经网络的消息用于计算为分子图所示的溶质和溶剂分子内的原子间相互作用。在相互作用阶段中,从前步骤中的特征用于计算溶质溶剂相互作用图,因为溶剂化自由能取决于如何(UN)良好的溶质和溶剂分子彼此相互作用。计算出溶液溶剂相互作用以及来自消息传递相的特征的计算的相互作用图用于预测最终阶段的溶剂化能量。该模型预测了具有高精度大量溶剂的溶剂化自由能。我们还表明,相互作用图捕获了控制药物状分子的溶解度的电子和空间因子,因此是化学解释的。

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