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In silico Prediction of Aqueous Solubility: a Comparative Study of Local and Global Predictive Models

机译:溶解度的计算机模拟:局部和全局预测模型的比较研究

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摘要

32 Quantitative Structure-Property Relationship (QSPR) models were constructed for prediction of aqueous intrinsic solubility of liquid and crystalline chemicals. Data sets contained 1022 liquid and 2615 crystalline compounds. Multiple Linear Regression (MLR), Support Vector Machine (SVM) and Random Forest (RF) methods were used to construct global models, and k-nearest neighbour (kNN), Arithmetic Mean Property (AMP) and Local Regression Property (LoReP) were used to construct local models. A set of the best QSPR models was obtained: for liquid chemicals with RMSE (root mean square error) of prediction in the range 0.50-0.60 log unit; for crystalline chemicals 0.80-0.90 log unit. In the case of global models the large number of descriptors makes mechanistic interpretation difficult. The local models use only one or two descriptors, so that a medicinal chemist working with sets of structurally-related chemicals can readily estimate their solubility. However, construction of stable local models requires the presence of closely related neighbours for each chemical considered. It is probable that a consensus of global and local QSPR models will be the optimal approach for construction of stable predictive QSPR models with mechanistic interpretation.
机译:建立了32种定量结构-性质关系(QSPR)模型,用于预测液体和结晶化学物质的水固有溶解度。数据集包含1022种液态化合物和2615种结晶化合物。多元线性回归(MLR),支持向量机(SVM)和随机森林(RF)方法用于构建全局模型,k近邻(kNN),算术平均属性(AMP)和局部回归属性(LoReP)用于构建局部模型。获得了一组最佳的QSPR模型:对于预测RMSE(均方根误差)在0.50-0.60 log单位范围内的液体化学品;用于结晶化学物质0.80-0.90对数单位。在全局模型的情况下,大量的描述符使机械解释变得困难。局部模型仅使用一个或两个描述符,因此与一组与结构相关的化学物质一起工作的药用化学家可以很容易地估计其溶解度。但是,要构建稳定的局部模型,就需要考虑每种化学物质的紧密相关邻居。全局和局部QSPR模型的共识可能是构建具有机械解释的稳定预测QSPR模型的最佳方法。

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