基于支持向量机和naÏve贝叶斯算法的mypertamina应用情感分析

Ongki Sopie Simbolon, Murni Esterlita Manullang, Stevin Alvarez, Lolo Frans M. Brutu, Evta Indra
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引用次数: 0

摘要

根据社会的需求和金融科技先进领域的时代进步,现金支付目前被认为是不安全的,而且效率低下。为了运行目前由政府运行的非现金或无现金交易计划,PT. Pertamina邀请公众使用My Pertamina应用程序与LinkAja合作的电子支付。在本研究中,MyPertamina应用程序用户的情绪将根据谷歌Play商店的评论进行分析。将对评论数据进行分析,以确定评论是否有积极、消极或中性的情绪。数据分析阶段是文本预处理,包括将大写变为小写、清除文本、分隔文本、获取重要单词、更改基本单词以及将数据标记为积极类、消极类和中性类。以及对结果的分类和评价。本研究采用支持向量机(SVM)和Naïve贝叶斯分类方法。为了评价结果,我们使用混淆矩阵来测试准确率、精密度、召回率和F1得分值。分类结果中,支持向量机(SVM)方法准确率最高,准确率为68.50%,精密度为70.00%,召回率为69.70%,F1评分为68.46%。同时,Naïve贝叶斯方法具有准确率(63.00%)、精密度(63.90%)、召回率(61.34%)和F1分数(59.55%)的性能。
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SENTIMENT ANALYSIS OF MYPERTAMINA APPLICATION USING SUPPORT VECTOR MACHINE AND NAÏVE BAYES ALGORITHMS
In line with the needs of the community and the progress of the times in the advanced field of fintech, cash payments are currently considered insecure as well as ineffective and efficient. To run a non-cash or cashless transaction program currently run by the government, PT. Pertamina invites the public to use E-Payment from the My Pertamina application in collaboration with LinkAja. In this study, the sentiments of MyPertamina application users will be analyzed based on reviews on the Google Play Store. Review data will be analyzed to determine whether the review has positive, negative, or neutral sentiments. The data analysis stage is text preprocessing to change uppercase to lowercase, clearing text, separating text, taking important words, changing essential words, and labeling data into positive, negative, and neutral classes. As well as the classification and evaluation of results. This study used the Support Vector Machine (SVM) and Naïve Bayes classification methods. To evaluate the results, the confusion matrix was used to test the accuracy, precision, recall, and F1 score value. The classification results obtained the highest accuracy value for the Support Vector Machine (SVM) method, which had accuracy (68.50%), precision (70.00%), recall (69.70%), and F1 score (68.46%). Meanwhile, the Naïve Bayes method has performance with accuracy (63.00%), precision (63.90%), recall (61.34%), and F1 score (59.55%).
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