An Improved Clustering Algorithm based on K-Means and Harmony Search Optimization
Rs2,500.00
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Clustering may be a data processing technique that classifies a set of observations into many clusters supported some similarity measures. the foremost normally used partitioning based mostly clump algorithm is K-means. However, the K-means algorithmic program has several drawbacks. The algorithmic program generates a neighborhood optimum solution supported the at random chosen initial centroids. A recently developed meta heuristic improvement algorithmic program named harmony search helps to seek out close to world optimum solutions by looking out the complete answer area. This technique consists of a harmony memory that provides a global solution space. The algorithm searches the entire solution area to find a solution that optimizes the objective function. K-means performs a localized looking out. Studies have shown that hybrid algorithmic program that combines the two ideas can turn out a far better answer. In this paper, a replacement approach that mixes the improved harmony search improvement technique associated an increased Kmeans algorithm is planned.
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