均方误差
相关系数
人工神经网络
Broyden–Fletcher–Goldfarb–Shanno算法
决定系数
数学
皮尔逊积矩相关系数
生物系统
统计
化学
人工智能
计算机科学
生物
计算机网络
异步通信
作者
Djamel Atsamnia,Mabrouk Hamadache,Salah Hanini,Othmane Benkortbi,Dahmane Oukrif
标识
DOI:10.1016/j.lwt.2017.04.053
摘要
The aim of this study was to devise a model that predicts the inhibition zone diameter using artificial neural networks. The concentration, temperature and the exposure time of our extract were taken as input variables. The neural architecture model 3-13-3 and a learning algorithm Quasi-Newton (BFGS) revealed a positive correlation between the experimental results and those artificially predicted, which were measured according to a mean squared error (RMSE) and an R2 coefficient of E. coli (RMSE = 1.28; R2 = 0,96), S. aureus (RMSE = 1.46; R2 = 0,97) and B. subtilis (RMSE = 1.88; R2 = 0,96) respectively. Based on these results, an external and an internal model validation were attained. A neuronal mathematical equation was created to predict the inhibition diameters for experimental data not included in the basic learning. Consequently, a good correlation was observed between the values predicted by the equation and those obtained experimentally, as demonstrated by the R2 and RMSE values. The results regarding the sensitivity analysis showed that the concentration was the most determinant parameter compared to Temperature and Time variables. Ultimately, the model developed in this study will be used reliably to predict the variation of garlic extract's inhibition diameter.
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