Performance Improvement of Clustering Affinity Propagation Method using Principal Component Analysis

• Published in: Journal of physics. Conference series 2020-06, Vol.1566 (1), p.12126
• Main Authors: Simanullang, Jasael, Zarlis, Muhammad, Muisa Zamzami, Elviawaty
• Format: Article
• Language: English
• Subjects: Affinity; Air quality; Algorithms; Clustering; Convergence; Datasets; Physics; Principal components analysis; Propagation; Water quality
• ISSN: 1742-6588; 1742-6596
• DOI: 10.1088/1742-6596/1566/1/012126

Affinity Propagation Method it is necessary to modify the algorithm by using Principal Component Analysis (PCA). PCA method is used to reduce the attributes or characteristics that are less influential on the data so that the most influential attributes are obtained to then be carried out the clustering process with Affinity Propagation. The comparison results of the PCA + AP grouping model have better performance than the conventional AP grouping model. This is justified because the number of iterations and clusters produced by the PCA + AP clustering model does not change and converges when there are 8 optimal cluster clusters. While the performance of conventional clustering models produces an optimal number of clusters from 14 clusters with a significant number of iterations. So it can be concluded that the PCA + AP grouping model is suitable for the Air Quality dataset because it produces an optimal number of clusters and iterations of 8 clusters. The comparison results of the PCA + AP grouping model have better performance than the conventional AP grouping model. This is justified because the number of iterations and clusters produced by the PCA + AP clustering model does not change and converges when the optimal number of clusters is 5 clusters. While the performance of conventional clustering models produces a suboptimal number of 10 clusters with a significant number of iterations. So it can be concluded that the PCA + AP grouping model is suitable for the Water Quality Status dataset because it produces an optimal number of clusters and 5 cluster repetitions.