RESTAURANT RECOMMENDER SYSTEM USING ITEM BASED COLLABORATIVE FILTERING AND ADJUSTED COSINE ALGORITHM SIMILARITY

Addini Yusmar, Luh Kesuma Wardhani, Hendra Bayu Suseno
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引用次数: 1

Abstract

In 2018, the Ministry of Industry (Kemenperin) stated that the food and beverage sector contributed 6.34% of the national gross domestic product (GDP). Currently, culinary information can be easily found, both in print and online. The amount of information available sometimes makes people over-informed, making it difficult to choose a restaurant based on their preferences. To assist consumers in selecting a restaurant, we need a system that can provide several recommendations. This study aims to implement the item-based Collaborative Filtering method using the Adjusted Cosine Similarity algorithm on a restaurant recommendation system. The test was carried out with 40 samples from UIN Syarif Hidayatullah Jakarta using purposive sampling because the sample was selected based on specific criteria, and 40 respondents can be said to be correct because of the minimum number of respondents is 30. The accuracy test uses precision, and the determination of the error value uses MAE. The analysis of the research results used three scenarios, which are 5, 20, and 40 users. The third scenario produces the best precision and MAE values. Precision is better if the precision value is close to 1, and MAE is getting better if the MAE value is getting closer to 0. So it can be concluded that the Item-Based method with the Adjusted Cosine algorithm has the best accuracy and error values when the number of users grows.
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餐厅推荐系统采用基于项目的协同过滤和调整余弦相似度算法
2018年,工业部(Kemenperin)表示,食品和饮料行业占全国国内生产总值(GDP)的6.34%。目前,烹饪信息可以很容易地找到,无论是在印刷品还是在网上。可获得的信息量有时会使人们过度了解情况,从而难以根据自己的喜好选择一家餐馆。为了帮助消费者选择餐厅,我们需要一个可以提供几种推荐的系统。本研究旨在利用调整余弦相似度算法在餐厅推荐系统上实现基于项目的协同过滤方法。由于样本是根据特定的标准选择的,因此使用了有目的的抽样方法,从unin Syarif Hidayatullah Jakarta的40个样本进行了测试,并且40个受访者可以说是正确的,因为受访者的最小数量是30。准确度测试采用精度,误差值的确定采用MAE。对研究结果的分析使用了5个、20个和40个用户三种场景。第三种场景产生最佳的精度和MAE值。如果精度值接近1,则精度越好,如果MAE值接近0,则MAE越好。因此,当用户数量增加时,基于item的方法与调整余弦算法具有最佳的精度和误差值。
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15
审稿时长
8 weeks
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