基于k -最近邻(K-NN)、支持向量机(SVM)和Naïve贝叶斯算法的瓶装水补货需求对比分析

Ruri Faujana Dinda Pratiwi, Sri Sumarlinda, Faulinda Ely Nastiti
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摘要

对瓶装饮用水来说,补货是保证生产顺利、保持产品供应稳定的必要条件。本研究旨在比较k近邻、支持向量机和Naïve贝叶斯算法来预测瓶装水的补充需求。训练和训练数据的数据集取自Adimaru的Agent。通过与三种算法的对比分析,K-NN的预测准确率值为88.20%,SVM为84.51%,Naïve Bayes为66.20%。三种结果算法的AUC值均为Good Classification。将K-NN和SVM算法与T-Test算法进行比较,得到了最佳性能,alpha值为0.102。从该精度值来看,k -最近邻算法的分类方法对瓶装水商品补货需求的预测模型结果最好。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Comparative Analysis of Restock Needs Bottled Water Using K-Nearest Neighbor (K-NN), Support Vector Machine (SVM), and the Naïve Bayes Algorithm
Restocking goods is essential for bottled drinking water to ensure smooth production and maintain a stable product supply. This research aims to compare the K-Nearest Neighbor, Support Vector Machine, and the Naïve Bayes algorithm to predict the need to restock bottled water. The data set for training and training data is taken from Adimaru's Agent. The comparative analysis with three algorithms gives the results of the prediction analysis for the accuracy value of K-NN is 88.20%, SVM is 84.51%, and Naïve Bayes is 66.20%. The AUC values of the three result algorithms include Good Classification. The comparison of the K-NN and SVM with T-Test algorithms get obtained the best performance with an alpha value is 0.102. From this accuracy value, the classification method of the K-Nearest Neighbor algorithm has the best predictive model results for restocking needs of bottled water goods.
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