Publication details
On Locality
-sensitive Indexing in Generic Metric Spaces
| Basic information | |
|---|---|
| Original title: | On Locality -sensitive Indexing in Generic Metric Spaces |
| Authors: | David Novák, Martin Kyselák, Pavel Zezula |
| Further information | |
|---|---|
| Citation: | NOVÁK, David - KYSELÁK, Martin - ZEZULA, Pavel. On Locality -sensitive Indexing in Generic Metric Spaces. In 3rd International Conference on Similarity Search and Applications. New York : ACM Press, 2010. ISBN 978 -1 -4503 -0420 -7, pp. 59 -66. 18.9.2010, Istanbul, Turkey. |
| Original language: | English |
| Field: | Informatika |
| Type: | Article in Proceedings |
| Keywords: | locality -sensitive hashing; metric space; similarity search; approximation; scalability |
The concept of Locality-sensitive Hashing (LSH) has been successfully used for searching in high-dimensional data and a number of locality-preserving hash functions have been introduced. In order to extend the applicability of the LSH approach to a general metric space, we focus on a recently presented Metric Index (M-Index), we redefine its hashing and searching process in the terms of LSH, and perform extensive measurements on two datasets to verify that the M-Index fulfills the conditions of the LSH concept. We widely discuss "optimal" properties of LSH functions and the efficiency of a given LSH function with respect to kNN queries. The results also indicate that the M-Index hashing and searching is more efficient than the tested standard LSH approach for Euclidean distance.
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