Decision tree modeling for ranking data
Decision tree modeling for ranking data
Ranking/preference data arises from many applications in marketing, psychology, and politics. We establish a new decision tree model for the analysis of ranking data by adopting the concept of classification and regression tree. The existing splitting criteria are modified in a way that allows them to precisely measure the impurity of a set of ranking data. Two types of impurity measures for ranking data are introduced, namelyg-wise and top-k measures. Theoretical results show that the new measures exhibit properties of impurity functions. In model assessment, the area under the ROC curve (AUC) is applied to evaluate the tree performance. Experiments are carried out to investigate the predictive performance of the tree model for complete and partially ranked data and promising results are obtained. Finally, a real-world application of the proposed methodology to analyze a set of political rankings data is presented.
83-106
Springer Berlin, Heidelberg
Yu, Philip L.H.
67db467c-4f19-4c55-8ad9-0c13faeb15d6
Wan, Wai Ming
fb0d8cfa-9864-4bd7-b9cd-26cb5129da31
Lee, Paul H.
02620eab-ae7f-4a1c-bad1-8a50e7e48951
2011
Yu, Philip L.H.
67db467c-4f19-4c55-8ad9-0c13faeb15d6
Wan, Wai Ming
fb0d8cfa-9864-4bd7-b9cd-26cb5129da31
Lee, Paul H.
02620eab-ae7f-4a1c-bad1-8a50e7e48951
Yu, Philip L.H., Wan, Wai Ming and Lee, Paul H.
(2011)
Decision tree modeling for ranking data.
In,
Preference Learning.
Springer Berlin, Heidelberg, .
(doi:10.1007/978-3-642-14125-6_5).
Record type:
Book Section
Abstract
Ranking/preference data arises from many applications in marketing, psychology, and politics. We establish a new decision tree model for the analysis of ranking data by adopting the concept of classification and regression tree. The existing splitting criteria are modified in a way that allows them to precisely measure the impurity of a set of ranking data. Two types of impurity measures for ranking data are introduced, namelyg-wise and top-k measures. Theoretical results show that the new measures exhibit properties of impurity functions. In model assessment, the area under the ROC curve (AUC) is applied to evaluate the tree performance. Experiments are carried out to investigate the predictive performance of the tree model for complete and partially ranked data and promising results are obtained. Finally, a real-world application of the proposed methodology to analyze a set of political rankings data is presented.
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Published date: 2011
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Local EPrints ID: 480697
URI: http://eprints.soton.ac.uk/id/eprint/480697
PURE UUID: 79b99e03-0484-47cf-9fcc-57b45dbb062f
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Date deposited: 08 Aug 2023 16:52
Last modified: 06 Jun 2024 02:15
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Author:
Philip L.H. Yu
Author:
Wai Ming Wan
Author:
Paul H. Lee
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