Subspace clustering is an emerging task that aims at detecting clusters in entrenched in
subspaces. Recent approaches fail to reduce results to relevant subspace clusters. Their results are
typically highly redundant and lack the fact of considering the critical problem, “the density divergence
problem,” in discovering the clusters, where they utilize an absolute density value as the density threshold
to identify the dense regions in all subspaces. Considering the varying region densities in different
subspace cardinalities, we note that a more appropriate way to determine whether a region in a subspace
should be identified as dense is by comparing its density with the region densities in that subspace. Based
on this idea and due to the infeasibility of applying previous techniques in this novel clustering model, we
devise an innovative algorithm, referred to as DENCOS(DENsity Conscious Subspace clustering), to adopt
a divide-and-conquer scheme to efficiently discover clusters satisfying different density thresholds in
different subspace cardinalities. DENCOS can discover the clusters in all subspaces with high quality, and
the efficiency significantly outperforms previous works, thus demonstrating its practicability for subspace
clustering. As validated by our extensive experiments on retail dataset, it outperforms previous works. We
extend our work with a clustering technique based on genetic algorithms which is capable of optimizing the
number of clusters for tasks with well formed and separated clusters.
%0 Journal Article
%1 noauthororeditor
%A Vijayakumar, T.
%A V.Nivedhitha,
%A K.Deeba,
%A Bama, M. Sathya
%D 2012
%J International Journal of Computer Science, Engineering and Information Technology (IJCSEIT)
%K clustering data density divergence mining problem subspace
%N 1
%P 35-43
%R 10.5121/ijcseit.2012.2104
%T A Novel Dencos Model For High Dimensional
Data Using Genetic Algorithms
%U http://airccse.org/journal/ijcseit/papers/2112ijcseit04.pdf
%V 2
%X Subspace clustering is an emerging task that aims at detecting clusters in entrenched in
subspaces. Recent approaches fail to reduce results to relevant subspace clusters. Their results are
typically highly redundant and lack the fact of considering the critical problem, “the density divergence
problem,” in discovering the clusters, where they utilize an absolute density value as the density threshold
to identify the dense regions in all subspaces. Considering the varying region densities in different
subspace cardinalities, we note that a more appropriate way to determine whether a region in a subspace
should be identified as dense is by comparing its density with the region densities in that subspace. Based
on this idea and due to the infeasibility of applying previous techniques in this novel clustering model, we
devise an innovative algorithm, referred to as DENCOS(DENsity Conscious Subspace clustering), to adopt
a divide-and-conquer scheme to efficiently discover clusters satisfying different density thresholds in
different subspace cardinalities. DENCOS can discover the clusters in all subspaces with high quality, and
the efficiency significantly outperforms previous works, thus demonstrating its practicability for subspace
clustering. As validated by our extensive experiments on retail dataset, it outperforms previous works. We
extend our work with a clustering technique based on genetic algorithms which is capable of optimizing the
number of clusters for tasks with well formed and separated clusters.
@article{noauthororeditor,
abstract = {Subspace clustering is an emerging task that aims at detecting clusters in entrenched in
subspaces. Recent approaches fail to reduce results to relevant subspace clusters. Their results are
typically highly redundant and lack the fact of considering the critical problem, “the density divergence
problem,” in discovering the clusters, where they utilize an absolute density value as the density threshold
to identify the dense regions in all subspaces. Considering the varying region densities in different
subspace cardinalities, we note that a more appropriate way to determine whether a region in a subspace
should be identified as dense is by comparing its density with the region densities in that subspace. Based
on this idea and due to the infeasibility of applying previous techniques in this novel clustering model, we
devise an innovative algorithm, referred to as DENCOS(DENsity Conscious Subspace clustering), to adopt
a divide-and-conquer scheme to efficiently discover clusters satisfying different density thresholds in
different subspace cardinalities. DENCOS can discover the clusters in all subspaces with high quality, and
the efficiency significantly outperforms previous works, thus demonstrating its practicability for subspace
clustering. As validated by our extensive experiments on retail dataset, it outperforms previous works. We
extend our work with a clustering technique based on genetic algorithms which is capable of optimizing the
number of clusters for tasks with well formed and separated clusters. },
added-at = {2018-08-17T09:25:07.000+0200},
author = {Vijayakumar, T. and V.Nivedhitha and K.Deeba and Bama, M. Sathya},
biburl = {https://www.bibsonomy.org/bibtex/2bc5d815e0cb46600edd8ae69e27449d9/ijcseit},
doi = {10.5121/ijcseit.2012.2104},
interhash = {bfec644ad6ba74d896f587342ed99036},
intrahash = {bc5d815e0cb46600edd8ae69e27449d9},
issn = {2231-3117 [Online] ; 2231-3605 [Print]},
journal = {International Journal of Computer Science, Engineering and Information Technology (IJCSEIT)},
keywords = {clustering data density divergence mining problem subspace},
language = {English},
month = feb,
number = 1,
pages = {35-43},
timestamp = {2018-08-17T09:25:07.000+0200},
title = {A Novel Dencos Model For High Dimensional
Data Using Genetic Algorithms },
url = {http://airccse.org/journal/ijcseit/papers/2112ijcseit04.pdf},
volume = 2,
year = 2012
}