利用机器学习方法从分子描述符预测嗅觉感知

Pankaj Tyagi, Anupama Vishwakarma, U. Tiwary, P. Varadwaj
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引用次数: 1

摘要

与嗅觉相比,触觉、味觉、视觉和听觉等其他感官是高度可预测的。然而,从分子的性质来预测分子的嗅觉是非常困难的。据报道,结构非常相似的分子类型可以产生不同的气味,而结构非常不同的分子类型可以产生几乎相同的气味。该手稿的目标是在使用DREAM嗅觉挑战数据集和一系列定义的特征集的同时,对现有的机器学习算法(如ANN, SVR, DTR, RFR和CNN)进行比较性能度量。在本文中,我们利用机器学习的方法来预测基于不同结构分子的分子描述符的分子嗅觉感知。本研究使用了472个不同结构分子的4884个分子描述符。在机器学习方面,这是一个多输入多输出的回归问题,每个特征都需要结合起来,在21个目标中给出输出。在这项研究中,人工神经网络(ANN)、决策树回归器(DTR)、支持向量机(SVR)、卷积神经网络(CNN)和随机森林回归器(RFR)被用于预测分子的嗅觉感知。为了验证我们的模型,使用了残差图的r平方方法。误差计算采用均方误差(MSE)和平均绝对误差(MAE)。人工神经网络回归模型的性能优于本研究中使用的所有其他模型。ANN回归模型的MSE和MAE分别为44.56和4.19。
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Predicting Smell Perception from Molecular Descriptors Using Machine Learning Approach
As compared to smell, other senses like touch, taste, vision, and hearing are highly predictable. Though, it is very difficult to predict the smell perception of a molecule from its molecular properties. It is reported that structurally very similar types of molecules can produce a different smell, and structurally very different types of molecules can produce the nearly same smell. The goal of the manuscript is to have a comparative performance measure between the existing machine learning algorithms like ANN, SVR, DTR, RFR, and CNN, while using the DREAM olfaction challenge dataset and a series of defined feature set. In this paper, we have used machine learning approach to predict the Molecular olfactory perception based on the molecular descriptors of structurally different molecules. 4884 molecular descriptors of 472 structurally different molecules were used in this study. In terms of machine learning, it's a multi-input and multi-output regression problem and every feature need to be combined to give output in 21 targets. In this study, Artificial Neural Network (ANN), Decision Tree Regressor (DTR), Support Vector Machine (SVR), Convolution Neural Network (CNN), and Random Forest Regressor (RFR) has been used to predict the olfactory perception of a molecule. For the validation of our model R-Squared method with residual plots has been used. Mean Squared Error (MSE) and Mean Absolute Error (MAE) has been used for Error calculation. The ANN regression model performed better than all the other models used in this study. For the ANN regression model, MSE and MAE were 44.56 and 4.19 respectively.
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