Authors :
Koushik Mukherjee; Soumen Bhowmik
Volume/Issue :
Volume 10 - 2025, Issue 6 - June
Google Scholar :
https://tinyurl.com/52dbatsm
Scribd :
https://tinyurl.com/ydet96r3
DOI :
https://doi.org/10.38124/ijisrt/25jun1813
Note : A published paper may take 4-5 working days from the publication date to appear in PlumX Metrics, Semantic Scholar, and ResearchGate.
Note : Google Scholar may take 30 to 40 days to display the article.
Abstract :
In this survey paper we have tried to identify the necessity and advantages and disadvantages of different
approaches of different researchers. We know the process of grouping objects or datasets with comparable data points is
called clustering. Groups of items are as similar as they can be. Each group's points are as dissimilar as possible. One well-
liked algorithm for classifying and dividing data is K-means clustering. It facilitates the separation of objects from their
surroundings. According to K-means clustering, every feature point has a distinct location in space. In a multidimensional
measurement space, a predetermined number of cluster centers are chosen at random by the fundamental K-means
algorithm. The cluster with the closest mean vector is assigned to each pixel in the picture. This procedure continues until
the cluster mean vector positions between iterations vary as little as possible. The K-means algorithm is significantly
impacted by the initial starting points. Initial clusters are randomly generated by K-means. When these starting points are
chosen close to the final solution, K-means can usually find the cluster center effectively. Otherwise, it could lead to poor
clustering results. K-means clustering is one method for classifying data. The K-means function yields the cluster index for
each observation following the division of the data into k distinct clusters.
Keywords :
K-means Clustering; Segmentation; Pixel.
References :
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In this survey paper we have tried to identify the necessity and advantages and disadvantages of different
approaches of different researchers. We know the process of grouping objects or datasets with comparable data points is
called clustering. Groups of items are as similar as they can be. Each group's points are as dissimilar as possible. One well-
liked algorithm for classifying and dividing data is K-means clustering. It facilitates the separation of objects from their
surroundings. According to K-means clustering, every feature point has a distinct location in space. In a multidimensional
measurement space, a predetermined number of cluster centers are chosen at random by the fundamental K-means
algorithm. The cluster with the closest mean vector is assigned to each pixel in the picture. This procedure continues until
the cluster mean vector positions between iterations vary as little as possible. The K-means algorithm is significantly
impacted by the initial starting points. Initial clusters are randomly generated by K-means. When these starting points are
chosen close to the final solution, K-means can usually find the cluster center effectively. Otherwise, it could lead to poor
clustering results. K-means clustering is one method for classifying data. The K-means function yields the cluster index for
each observation following the division of the data into k distinct clusters.
Keywords :
K-means Clustering; Segmentation; Pixel.