基于堆叠的集成学习和特征选择方法的智能农业机器学习方法

Emna Ben Abdallah, Rima Grati, Khouloud Boukadi
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引用次数: 5

摘要

智能灌溉在优化资源利用(例如,节约用水、减少能源消耗)和提高作物生产力方面具有许多优势。在本文中,我们提出了一种鲁棒且准确的基于机器学习的方法,该方法结合了特征选择方法和堆叠集成方法的力量,以有效地确定植物所需的最佳水量。随机森林、递归特征消除(RFE)和SelectKBest用于评估特征的重要性。然后,基于特征的最佳子集,提出了一种结合CART、梯度Boost回归(GBR)、随机森林(RF)和XGBoost回归量的叠加集成模型。该方法中涉及的不同模型使用收集的关于各种作物(如西红柿、葡萄和柠檬)的数据集进行训练和测试,并包含不同的特征,如气象数据、土壤数据、灌溉数据和作物数据。实验证明了射频在分析特征重要性方面的性能。特征选择的结果强调了蒸散发、耗竭和亏缺对最大化模型精度的重要性。结果还表明,具有10个最基本特征的堆叠模型(Stacking_GBR+CART+RF+XGB)错误率低(MSE=0.0026, MAE=0.0279, RMSE=0.0509), R2得分高(0.9927),优于单个模型和其他堆叠模型。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A machine learning-based approach for smart agriculture via stacking-based ensemble learning and feature selection methods
Smart irrigation has many advantages in optimizing resource usage (e.g., saving water, reducing energy consumption) and improving crop productivity. In this paper, we contribute to this field by proposing a robust and accurate machine learning-based approach that combines the power of feature selection methods and stacking ensemble method to effectively determine the optimal quantity of water needed for a plant. Random Forest, Recursive Feature Elimination (RFE), and SelectKBest are used to assess the importance of the features. Then, based on the best subset of features, a stacking ensemble model is proposed that combines CART, Gradient Boost Regression (GBR), Random Forest (RF) and XGBoost regressors. The different models involved in this approach are trained and tested using a collected dataset about various crops such as tomatoes, grapes, and lemon and encompasses different features such as meteorological data, soil data, irrigation data, and crop data. The experiments demonstrated the performance of RF in analyzing the feature importance. The findings of feature selection highlight the importance level of the evapotranspiration, the depletion, and the deficit to maximize the model’s accuracy. The results also showed that the proposed stacking model (Stacking_GBR+CART+RF+XGB) with the 10 most essential features outperforms individual models and other stacking models by achieving low error rates (i.e., MSE=0.0026, MAE=0.0279, RMSE=0.0509) and high R2 score (i.e., 0.9927).
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