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What is Centroid

Handbook of Research on Innovations in Database Technologies and Applications: Current and Future Trends
The centroid of a cluster is the average point in the multidimensional space defined by the dimensions.
Published in Chapter:
C-MICRA: A Tool for Clustering Microarray Data
Emmanuel Udoh (Sullivan University, USA) and Salim Bhuiyan (Indiana University–Purdue University, USA)
DOI: 10.4018/978-1-60566-242-8.ch061
Abstract
In the field of bioinformatics, small to large data sets of genes, proteins, and genomes are analyzed for biological significance. A technology that has been in the forefront of generating large amounts of gene data is the microarray or hybridization technique. It has been instrumental in the success of the human genome project and paved the way for a new era of genetic screening, testing, and diagnostics (Scheena, 2003). The microarray data set can be made of thousands of rows and columns. It often contains missing values, exhibits high-dimensional attributes, and is generally too large for manual management or examination (Tseng & Kao, 2005; Turner, Bailey, Krzanowski, & Hemingway, 2005). Database technology is necessary for the extraction, sorting, and analyzing of microarray data sets.
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More Results
Applying Fuzzy Data Mining to Tourism Area
The centroid of a cluster is the average point in the multidimensional space defined by the dimensions. In a sense, it is the center of gravity for the respective cluster.
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Visualization of Protein 3D Structures in ‘Double-Centroid’ Reduced Representation: Application to Ligand Binding Site Modeling and Screening
In the sense used this article, the unweighted geometric centroid of a group of neighboring atoms, considering only their x-, y-, and z-coordinates, and without consideration of their atomic masses
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A Primer on Q-Method and the Study of Technology
A factor extraction method which uses a specific form of communality estimation detailed in Brown (1980) .
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People Counting System Using Video Camera
The center of mass of an object with uniform density. For a two-dimensional irregular object, the centroid is the equilibrium point of the object.
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A Comprehensive Study of Various Fuzzy C-Means Clustering Algorithms
The location that represents the cluster's centre, whether it is real or imagined, is called a centroid. Each data point is then placed in a distinct cluster by reducing the in-cluster sum of squares.
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Clustering Methods for Detecting Communities in Networks
The point that inside a geometric shape defines its geometric center.
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Decision Making in Intelligent Agents
Given a belief distribution F over a cube B, the centroid Fc of F iswhere VB is some k-dimensional Lebesque measure on B.
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