Top-n Reverse Nearest Neighbor Queries
碩士 === 國立臺灣科技大學 === 資訊工程系 === 101 === A Reverse Nearest Neighbor query (RNN) retrieves data points at which the query point is their nearest neighbor. A generalization of RNN is the Reverse k Nearest Neighbor query (RkNN) that retrieves data points at which the query point is within their k nearest...
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ndltd-TW-101NTUS53920842016-03-21T04:28:04Z http://ndltd.ncl.edu.tw/handle/37184915049082048028 Top-n Reverse Nearest Neighbor Queries 前n項反向最鄰近點查詢 Ming-yi Lo 羅銘儀 碩士 國立臺灣科技大學 資訊工程系 101 A Reverse Nearest Neighbor query (RNN) retrieves data points at which the query point is their nearest neighbor. A generalization of RNN is the Reverse k Nearest Neighbor query (RkNN) that retrieves data points at which the query point is within their k nearest neighbors. Recently, many applications of RkNN are proposed, such as profile-based marketing, resource allocation, decision support systems, etc. For RkNN query, there is a degree of influence for the reverse relation between query point q and data point p. That is, when q is the nearest neighbor of p, it can be said that p is the most influenced by q. In this paper, a study of the Top-n Reverse Nearest Neighbor (TnRNN) query problem is proposed, where the retrieved n data points are the most influenced points of the query point. An efficient algorithm called Hexangular Search for TnRNN processing. This approach does not need to do any pre-processing, it applies the Hexangular property of RkNN, which restricts the searching range of the query, and iteratively searches the data points until n most influenced data points are found. Experiments are conducted to show that the Hexangular Search algorithm outperforms previous techniques on TnRNN query when the amount of data is large. Tai-lin Chin 金台齡 2013 學位論文 ; thesis 37 en_US |
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碩士 === 國立臺灣科技大學 === 資訊工程系 === 101 === A Reverse Nearest Neighbor query (RNN) retrieves data points at which the query point is their nearest neighbor. A generalization of RNN is the Reverse k Nearest Neighbor query (RkNN) that retrieves data points at which the query point is within their k nearest neighbors. Recently, many applications of RkNN are proposed, such as profile-based marketing, resource allocation, decision support systems, etc. For RkNN query, there is a degree of influence for the reverse relation between query point q and data point p. That is, when q is the nearest neighbor of p, it can be said that p is the most influenced by q. In this paper, a study of the Top-n Reverse Nearest Neighbor (TnRNN) query problem is proposed, where the retrieved n data points are the most influenced points of the query point. An efficient algorithm called Hexangular Search for TnRNN processing. This approach does not need to do any pre-processing, it applies the Hexangular property of RkNN, which restricts the searching range of the query, and iteratively searches the data points until n most influenced data points are found. Experiments are conducted to show that the Hexangular Search algorithm outperforms previous techniques on TnRNN query when the amount of data is large.
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author2 |
Tai-lin Chin |
author_facet |
Tai-lin Chin Ming-yi Lo 羅銘儀 |
author |
Ming-yi Lo 羅銘儀 |
spellingShingle |
Ming-yi Lo 羅銘儀 Top-n Reverse Nearest Neighbor Queries |
author_sort |
Ming-yi Lo |
title |
Top-n Reverse Nearest Neighbor Queries |
title_short |
Top-n Reverse Nearest Neighbor Queries |
title_full |
Top-n Reverse Nearest Neighbor Queries |
title_fullStr |
Top-n Reverse Nearest Neighbor Queries |
title_full_unstemmed |
Top-n Reverse Nearest Neighbor Queries |
title_sort |
top-n reverse nearest neighbor queries |
publishDate |
2013 |
url |
http://ndltd.ncl.edu.tw/handle/37184915049082048028 |
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