Higher-dimensional Nearest Neighbor Search by Distributed Coding
Takao Kobayashi, Masaki Nakagawa
Abstract
Takao Kobayashi, Masaki Nakagawa
Abstract
In this paper we propose a fast approximate nearest neighbor search algorithm in a high dimensional spherical space using an idea called distributed coding which is to represent a vector by a set of many vectors and encode them efficiently. We implemented the algorithm and tested it with synthetic data. The results show that the proposed method exceeds a popular approximate nearest neighbor library, ANN in search time and accuracy in the case of higher-dimension and a large number of prototypes. Keyword Approximate Nearest Neighbor, Distributed Coding, k-d tree, Locality Sensitive Hashing 1. はじめに
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In this paper we propose a fast approximate nearest neighbor search algorithm in a high dimensional spherical space using an idea called distributed coding which is to represent a vector by a set of many vectors and encode them efficiently. We implemented the algorithm and tested it with synthetic data. The results show that the proposed method exceeds a popular approximate nearest neighbor library, ANN in search time and accuracy in the case of higher-dimension and a large number of prototypes. Keyword Approximate Nearest Neighbor, Distributed Coding, k-d tree, Locality Sensitive Hashing 1. はじめに
Key concepts: Nearest neighbor search, Locality-sensitive hashing, Best bin first, k-nearest neighbors algorithm, Nearest-neighbor chain algorithm, Nearest neighbor graph, Cover tree, Computer science