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International Journal Quartile Classification Using the K-Nearest Neighbor Method

机译:国际期刊四分位数分类,使用k最近邻法

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Journal is one of the media used for the publication of scientific work in the form of the latest research supported by strong, relevant and comprehensive evidence to prove the validity of the research. Research results published in a journal are often used as references in other studies as a development effort from previous research. In referring to scientific work, the public can utilize journal ranking sites to find the best quality journals. SCImago Journal Rank (SJR) is one of the reputable journal ranking sites that are integrated with the Scopus database. However, there is an inequality between the value of the SJR indicator and its quartile label in several journals. One solution that can be proposed to correct inequality that occurs in journal ranking data is the classification method. This study uses the K-Nearest Neighbor (K-NN) algorithm as a classification method and K-fold Cross-Validation as a validation method. The classification process is carried out in nine scenarios using 2-fold to 10-fold cross-validation. Each scenario gets 25 classification results with 1 to 25 nearest neighbors. The goal is to get the best classification performance based on the nearest neighbor parameters and the number of folds used. The best classification performance is obtained in the fifth scenario using 6-fold cross-validation and 16 nearest neighbors. Even so, the best average performance achieved from all scenarios based on accuracy scores only reached 63%. This raises the assumption that the K-NN method is considered unable to produce an optimal performance that approaches the SJR classification system.
机译:期刊是用于出版科学工作的媒体之一,以最新研究的形式得到强势,相关和全面证据来证明研究的有效性。在期刊上发表的研究结果通常被用作其他研究中的参考作为以前研究的发展努力。在提及科学工作中,公众可以利用日记排名站点来找到最优质的期刊。 Scimago Journal Rank(SJR)是与Scopus数据库集成的信誉良好的日记排名网站之一。但是,在若干期刊中SJR指标的价值与其四分位数之间存在不等式。可以提出一个解决方案来纠正期刊数据中发生的不等式的解决方案是分类方法。本研究使用K-CORMATE邻居(K-NN)算法作为分类方法和K折交叉验证作为验证方法。分类过程在九种情况下进行,使用2倍以10倍交叉验证。每个场景都有25个分类结果,1到25个最近的邻居。目标是基于最近的邻接参数和使用的折叠数获得最佳分类性能。使用6倍交叉验证和16个最近邻居的第五场景中获得了最佳分类性能。即便如此,根据精度分数的所有场景实现的最佳平均性能均仅达到63%。这提出了假设K-NN方法无法产生接近SJR分类系统的最佳性能。

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