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http://dx.doi.org/10.5370/KIEE.2017.66.5.833

Design of Incremental K-means Clustering-based Radial Basis Function Neural Networks Model  

Park, Sang-Beom (Dept. of Electrical Engineering, The University of Suwon)
Lee, Seung-Cheol (Dept. of Electrical Engineering, The University of Suwon)
Oh, Sung-Kwun (Dept. of Electrical Engineering, The University of Suwon)
Publication Information
The Transactions of The Korean Institute of Electrical Engineers / v.66, no.5, 2017 , pp. 833-842 More about this Journal
Abstract
In this study, the design methodology of radial basis function neural networks based on incremental K-means clustering is introduced for learning and processing the big data. If there is a lot of dataset to be trained, general clustering may not learn dataset due to the lack of memory capacity. However, the on-line processing of big data could be effectively realized through the parameters operation of recursive least square estimation as well as the sequential operation of incremental clustering algorithm. Radial basis function neural networks consist of condition part, conclusion part and aggregation part. In the condition part, incremental K-means clustering algorithms is used tweights of the conclusion part are given as linear function and parameters are calculated using recursive least squareo get the center points of data and find the fitness using gaussian function as the activation function. Connection s estimation. In the aggregation part, a final output is obtained by center of gravity method. Using machine learning data, performance index are shown and compared with other models. Also, the performance of the incremental K-means clustering based-RBFNNs is carried out by using PSO. This study demonstrates that the proposed model shows the superiority of algorithmic design from the viewpoint of on-line processing for big data.
Keywords
Incremental K-means clustering; recursive least square estimation; Radial basis function neural networks; Particle swarm optimization;
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Times Cited By KSCI : 6  (Citation Analysis)
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