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Bagging for Path-Based Clustering Bernd Fischer, Student Member, IEEE, and
Bagging for Path-Based Clustering
Bernd Fischer, Student Member, IEEE, and
Joachim M. Buhmann, Member, IEEE
Abstract—A resampling scheme for clustering with similarity to bootstrap
aggregation (bagging) is presented. Bagging is used to improve the quality of path-
based clustering, a data clustering method that can extract elongated structures
from data in a noise robust way. The results of an agglomerative optimization
method are influenced by small fluctuations of the input data. To increase the
reliability of clustering solutions, a stochastic resampling method is developed to
infer consensus clusters. A related reliability measure allows us to estimate the
number of clusters, based on the stability of an optimized cluster solution under
resampling. The quality of path-based clustering with resampling is evaluated on a
large image dataset of human segmentations.
Index Terms—Clustering, resampling, color segmentation.
1 INTRODUCTION
CLUSTERING objects into separated groups is an important topic in
exploratory data analysis and pattern recognition. Many clustering
techniques group the data objects together to “compact” clusters
with the explicit or implicit assumption that all objects within one
group are either mutually similar to each other or they are similar
with respect to a common representative or centroid. The most
prominent example of this concept is k-means clustering for
vectorial data. Pairwise clustering [1] and distributional clustering
[2], [3] are analogous examples for proximity data and histogram
data.
In many data analysis and pattern recognition scenarios,
however, similarity between two objects is not only established
by direct comparison, but it can be induced by mediating objects in
between, i.e., two objects might be considered similar when they
are connected by a chain of intermediate objects where all
dissimilarities or distances between neighboring objects in the
chain are small. The path-based clustering approach [4] is able to
extract
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