Application Of Data Mining In Selecting Superior Products Using The K-Means And K-Medoids Algorithm Methods

As a supermarket, we are committed to always improving everything, including selecting the greatest goods. To evaluate which items are more superior or popular and which are less popular, you will want a sizable amount of information sources. To select products and identify those that belong in the superior product cluster, researchers employed the clustering method. The clustering strategy uses two forms of cluster analysis, k-means and k-medoids, which have related techniques. The research results show that the k-means algorithm's Davies Bouldin value is -0.430, whereas the k-medoids algorithm's Davies Bouldin value is -1.392. This suggests that the Davies Bouldin value of the k-medoids approach is the lowest, showing that the grouping findings of the k-means method are a better method to apply to the issue of choosing better products.

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Publication Details

Journal
JURNAL INFORMATIKA
Published
2024-12-03
DOI
https://doi.org/10.36987/informatika.v12i3.5968
Primary Topic
Data Mining Algorithms and Applications
Type
article
Field-Weighted Citation Impact
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article

Application Of Data Mining In Selecting Superior Products Using The K-Means And K-Medoids Algorithm Methods

Syaiful Zuhri Harahap, Irmayanti Ritonga, Eva Hermika
JURNAL INFORMATIKA
Data Mining Algorithms and Applications
article

Application Of Data Mining In Selecting Superior Products Using The K-Means And K-Medoids Algorithm Methods

Syaiful Zuhri Harahap, Irmayanti Ritonga, Eva Hermika
article en

Abstract

As a supermarket, we are committed to always improving everything, including selecting the greatest goods. To evaluate which items are more superior or popular and which are less popular, you will want a sizable amount of information sources. To select products and identify those that belong in the superior product cluster, researchers employed the clustering method. The clustering strategy uses two forms of cluster analysis, k-means and k-medoids, which have related techniques. The research results show that the k-means algorithm's Davies Bouldin value is -0.430, whereas the k-medoids algorithm's Davies Bouldin value is -1.392. This suggests that the Davies Bouldin value of the k-medoids approach is the lowest, showing that the grouping findings of the k-means method are a better method to apply to the issue of choosing better products.

JURNAL INFORMATIKAVol. 12(3)
Universitas Al-washliyah Labuhanbatu (ID)
Openalex Percentile: Top 63%
Data Mining Algorithms and Applications
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