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No Slide Title - University of Missouri
No Slide Title - University of Missouri

Clustering based Two-Stage Text Classification Requiring Minimal
Clustering based Two-Stage Text Classification Requiring Minimal

Sparse Additive Subspace Clustering
Sparse Additive Subspace Clustering

A survey on the integration models of multi
A survey on the integration models of multi

... It was defined for datasets with two views but it was later generalized to data with more than two representations in several ways (Kettenring, 1971 - Batch, ...
Spatial Generalization and Aggregation of
Spatial Generalization and Aggregation of

K - Department of Computer Science
K - Department of Computer Science

Distributed Data Mining and Agents
Distributed Data Mining and Agents

ARAA: A Fast Advanced Reverse Apriori Algorithm for Mining
ARAA: A Fast Advanced Reverse Apriori Algorithm for Mining

Privacy Preserving Distributed DBSCAN Clustering
Privacy Preserving Distributed DBSCAN Clustering

Spatio-Temporal Outlier Detection in Precipitation Data
Spatio-Temporal Outlier Detection in Precipitation Data

... The Exact-Grid Top-k algorithm finds the top-k outliers for each time period by keeping track of the highest discrepancy regions as they are found. As it iterates through all the region shapes, it may find a new region that has a discrepancy value higher than the lowest discrepancy value (kth value) ...
Davies Bouldin Index - USP Theses Collection
Davies Bouldin Index - USP Theses Collection

Detecting localized homogeneous anomalies over spatio
Detecting localized homogeneous anomalies over spatio

Spammer Detection by Extracting Message Parameters from Spam
Spammer Detection by Extracting Message Parameters from Spam

... was short (i.e. where the total count of words was less) Emails that include differentiating punctuations like a sentence that always end with an exclamation mark (!) or question mark (?) or style are easy to identify using this stylistic clustering. Semantic clusters yield good results when the sem ...
An Unbiased Distance-based Outlier Detection Approach for High
An Unbiased Distance-based Outlier Detection Approach for High

Infinite Ensemble for Image Clustering
Infinite Ensemble for Image Clustering

A Brief Survey of Text Mining
A Brief Survey of Text Mining

Classification Problems using Support Vector Machine in Data Mining
Classification Problems using Support Vector Machine in Data Mining

Data
Mining
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‐
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Data
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Donalek
 
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Methods
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No Slide Title - University of Missouri
No Slide Title - University of Missouri

Flexible Fault Tolerant Subspace Clustering for Data with Missing
Flexible Fault Tolerant Subspace Clustering for Data with Missing

Clustering Game Behavior Data - Game Analytics Resources v
Clustering Game Behavior Data - Game Analytics Resources v

... of thousands of simultaneously active users spread across hundreds of instances of the same virtual environment [7]. Each player controls one or more characters with up to hundreds of abilities that evolve over time. While playing, users can perform dozens of actions per minute which lead to hundred ...
A Complexity-Invariant Distance Measure for Time Series
A Complexity-Invariant Distance Measure for Time Series

Improvements on Graph- based Clustering Methods
Improvements on Graph- based Clustering Methods

Data Mining For Hypertext: A Tutorial Survey. - CS
Data Mining For Hypertext: A Tutorial Survey. - CS

VIT-PLA: Visual Interactive Tool for Process Log Analysis
VIT-PLA: Visual Interactive Tool for Process Log Analysis

< 1 ... 4 5 6 7 8 9 10 11 12 ... 88 >

Nearest-neighbor chain algorithm



In the theory of cluster analysis, the nearest-neighbor chain algorithm is a method that can be used to perform several types of agglomerative hierarchical clustering, using an amount of memory that is linear in the number of points to be clustered and an amount of time linear in the number of distinct distances between pairs of points. The main idea of the algorithm is to find pairs of clusters to merge by following paths in the nearest neighbor graph of the clusters until the paths terminate in pairs of mutual nearest neighbors. The algorithm was developed and implemented in 1982 by J. P. Benzécri and J. Juan, based on earlier methods that constructed hierarchical clusterings using mutual nearest neighbor pairs without taking advantage of nearest neighbor chains.
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