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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Main Authors: Ming-yi Lo, 羅銘儀
Other Authors: Tai-lin Chin
Format: Others
Language:en_US
Published: 2013
Online Access:http://ndltd.ncl.edu.tw/handle/37184915049082048028
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spelling 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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description 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.
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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