Clustering Partial Lexicographic Preference Trees. Allen*, J., Liu, X., Reddivari, S., & Umapathy, K. In Proceedings of the 33rd International Florida Artificial Intelligence Research Society Conference (FLAIRS), 2020. AAAI Press.
Paper
Paper abstract bibtex 12 downloads In this work, we consider the problem of clustering partial lexicographic preference trees (PLP-trees), intuitive and often compact representations of user preferences over multi-valued attributes. Due to the preordering nature of PLP-trees, we define a variant of Kendall’s τ distance metric to be used to compute distances between PLP-trees for clustering. To this end, extending the previous work by Li and Kazimipour (Li and Kazimipour 2018), we propose a polynomial time algorithm PlpDis to compute such distances, and present empirical results comparing it against the brute-force baseline. Based on PlpDis, we use various distance-based clustering methods to cluster PLP-trees learned from a car evaluation dataset. Our experiments show that hierarchical agglomerative nesting (AGNES) is the best choice for clustering PLP-trees, and that the single-linkage variant of AGNES is the best fit for clustering large numbers of trees.
@inproceedings{conf/flairs33/AllenLRU,
author = {Joseph Allen* and Xudong Liu and Sandeep Reddivari and Karthikeyan Umapathy},
booktitle = {Proceedings of the 33rd International Florida Artificial Intelligence Research Society Conference (FLAIRS)},
publisher = {AAAI Press},
title = {Clustering Partial Lexicographic Preference Trees},
abstract = {In this work, we consider the problem of clustering partial lexicographic preference trees (PLP-trees), intuitive and often compact representations of user preferences over multi-valued attributes. Due to the preordering nature of PLP-trees, we define a variant of Kendall’s τ distance metric to be used to compute distances between PLP-trees for clustering. To this end, extending the previous work by Li and Kazimipour (Li and Kazimipour 2018), we propose a polynomial time algorithm PlpDis to compute such distances, and present empirical results comparing it against the brute-force baseline. Based on PlpDis, we use various distance-based clustering methods to cluster PLP-trees learned from a car evaluation dataset. Our experiments show that hierarchical agglomerative nesting (AGNES) is the best choice for clustering PLP-trees, and that the single-linkage variant of AGNES is the best fit for clustering large numbers of trees.},
url="https://aaai.org/ocs/index.php/FLAIRS/FLAIRS20/paper/view/18425",
url_Paper = {http://xudongliu.domains.unf.edu/resources/PLPClustering_flairs20.pdf},
year = 2020
}
Downloads: 12
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Due to the preordering nature of PLP-trees, we define a variant of Kendall’s τ distance metric to be used to compute distances between PLP-trees for clustering. To this end, extending the previous work by Li and Kazimipour (Li and Kazimipour 2018), we propose a polynomial time algorithm PlpDis to compute such distances, and present empirical results comparing it against the brute-force baseline. Based on PlpDis, we use various distance-based clustering methods to cluster PLP-trees learned from a car evaluation dataset. Our experiments show that hierarchical agglomerative nesting (AGNES) is the best choice for clustering PLP-trees, and that the single-linkage variant of AGNES is the best fit for clustering large numbers of trees.","url":"https://aaai.org/ocs/index.php/FLAIRS/FLAIRS20/paper/view/18425","url_paper":"http://xudongliu.domains.unf.edu/resources/PLPClustering_flairs20.pdf","year":"2020","bibtex":"@inproceedings{conf/flairs33/AllenLRU,\n author = {Joseph Allen* and Xudong Liu and Sandeep Reddivari and Karthikeyan Umapathy},\n booktitle = {Proceedings of the 33rd International Florida Artificial Intelligence Research Society Conference (FLAIRS)},\n publisher = {AAAI Press},\n title = {Clustering Partial Lexicographic Preference Trees},\n abstract = {In this work, we consider the problem of clustering partial lexicographic preference trees (PLP-trees), intuitive and often compact representations of user preferences over multi-valued attributes. Due to the preordering nature of PLP-trees, we define a variant of Kendall’s τ distance metric to be used to compute distances between PLP-trees for clustering. To this end, extending the previous work by Li and Kazimipour (Li and Kazimipour 2018), we propose a polynomial time algorithm PlpDis to compute such distances, and present empirical results comparing it against the brute-force baseline. Based on PlpDis, we use various distance-based clustering methods to cluster PLP-trees learned from a car evaluation dataset. 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