2011Journal of Jilin UniversityRequires access

Analysis on dynamic high-dimensional indexing structure based on metric space

Fu Ping

Open publisher page 1 citations

Abstract

This paper modifies the traditional fuzzy c-means(FCM),and gives a analysis of high-dimensional indexing structure.Combining the modified FCM to tree-like indexing structure,this paper introduce a novel dynamic high-dimensional indexing structure based on metric space,called HC-Tree.The insertion methods of HC-Tree make the tree balance and dynamic.We give a method to determine whether a node reach the qualification of splitting operation.Then we give the methods of nodes splitting strategy,which make the nodes of HC-Tree are much more compact,uniform and symmetrical,and then make much less overlaps.We implement the K-NN queries and Range queries.The experimental results show that the HC-Tree outperforms the M-Tree and Slim-Tree with more efficient retrieval and browsing.

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What this paper is about

This paper modifies the traditional fuzzy c-means(FCM),and gives a analysis of high-dimensional indexing structure.Combining the modified FCM to tree-like indexing structure,this paper introduce a novel dynamic high-dimensional indexing structure based on metric space,called HC-Tree.The insertion methods of HC-Tree make the tree balance and dynamic.We give a method to determine whether a node reach the qualification of splitting operation.Then we give the methods of nodes splitting strategy,which make the nodes of HC-Tree are much more compact,uniform and symmetrical,and then make much less overlaps.We implement the K-NN queries and Range queries.The experimental results show that the HC-Tree outperforms the M-Tree and Slim-Tree with more efficient retrieval and browsing.

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Available abstract

This paper modifies the traditional fuzzy c-means(FCM),and gives a analysis of high-dimensional indexing structure.Combining the modified FCM to tree-like indexing structure,this paper introduce a novel dynamic high-dimensional indexing structure based on metric space,called HC-Tree.The insertion methods of HC-Tree make the tree balance and dynamic.We give a method to determine whether a node reach the qualification of splitting operation.Then we give the methods of nodes splitting strategy,which make the nodes of HC-Tree are much more compact,uniform and symmetrical,and then make much less overlaps.We implement the K-NN queries and Range queries.The experimental results show that the HC-Tree outperforms the M-Tree and Slim-Tree with more efficient retrieval and browsing.

Key concepts: Search engine indexing, Tree (set theory), Tree structure, Metric (unit), Computer science, Range query (database), Node (physics), R-tree

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