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Multiple Linear Regression-Artificial Neural Network Hybrid Model Predicting Octanol-Water Partition Coefficient of Pure Organic Compound

机译:多元线性回归-人工神经网络混合模型预测纯有机化合物的辛醇-水分配系数

摘要

The present invention is hydrogen (H), carbon (C), nitrogen (N), oxygen (O) , sulfur (S), such as being composed of five kinds of elements within the octane number of atoms other than hydrogen in pure organic compound consisting of not more than 25 molecules all-water partition coefficient to predict (Octanol-Water Partition Coefficient) with high accuracy provides a mathematical model. The model is, octanol - for a number of the organic compound satisfying the above conditions, the experimental values of the water distribution coefficient is known, any of a variety of molecules presenter (molecular descriptor) as independent variables, the octanol-water distribution Many of the best multiple linear regression model in which the dependent variable coefficients obtained after using a genetic algorithm (genetic algorithm), receives the value of the molecules presenters included with this model octanol-water partition coefficient output that ANN (artificial neural network) was further improved by constructing the predictive performance of multiple linear regression - a hybrid artificial neural network model (hybrid model), is one example of a QSPR model, if you know the specific values of the molecules presenters included in the model any molecule that somehow, octanol of pure compound consisting of a molecule-water partition coefficient gives predictions. As such, the present invention provides for the reliable octanol organic compounds in a number of the experimental condition of unknown - by giving to provide a way to predict the value of the distribution coefficient can maintain water saving the cost and time to experiment, and related industries lays effects such as the ease of research and development activities. ;
机译:本发明是氢(H),碳(C),氮(N),氧(O),硫(S)等,由纯有机物中除氢以外的原子的辛烷数内的5种元素构成由不超过25个分子的全水分配系数预测的化合物(辛醇-水分配系数)可以提供高精度的数学模型。该模型是,辛醇-对于许多满足上述条件的有机化合物,水分配系数的实验值是已知的,各种分子呈递物(分子描述符)中的任何一个作为自变量,辛醇-水的分布很多最佳多元线性回归模型的模型,其中使用遗传算法(遗传算法)获得的因变量系数接收该模型中包含的分子呈递物的值,辛醇-水分配系数的输出是ANN(人工神经网络)的进一步输出通过构建多元线性回归的预测性能而得到改善-如果您知道该模型中包含的分子呈递物的特定值,无论哪种分子,辛醇都可以用作混合型人工神经网络模型(混合模型),这是QSPR模型的一个示例由分子-水分配系数组成的纯化合物的合成给出了预测。这样,本发明提供了可靠的辛醇有机化合物,在许多未知的实验条件下-通过提供提供一种预测分配系数值的方法可以保持节水的成本和实验时间,并涉及工业产生了诸如简化研发活动之类的影响。 ;

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