Title
Central Point Selection in Dimension Reduction Projection Simple-Map with Binary Quantization.
Abstract
A Simple-Map (S-Map, for short), which is one of dimension reduction techniques applicable to any metric space, uses the distances between central points and objects as the coordinate values. S-Map with multiple central points is a projection to multidimensional L-infinity space. In the previous researches for S-Map, the candidates for central points are randomly selected from data objects in database, and the summation of projective distances between sampled pairs of points is used as the scoring function to be maximized. We can improve the above method to select central points by using local search. The coordinate values of central points obtained after local search tend to be the maximum or the minimum ends of the space. By focusing on this tendency, in this paper, we propose a binary quantization to select central points divided into the maximum values and the minimum values based on whether the coordinate value of an object in database is greater than the threshold or not.
Year
DOI
Venue
2014
10.1007/978-3-662-48119-6_23
Lecture Notes in Artificial Intelligence
Field
DocType
Volume
Combinatorics,Dimensionality reduction,Algorithm,Local search (optimization),Metric space,Quantization (signal processing),Mathematics,Projective test,Simple map,Projective space,Binary number
Conference
9067
ISSN
Citations 
PageRank 
0302-9743
0
0.34
References 
Authors
0
5
Name
Order
Citations
PageRank
Quming Jin100.34
Masaya Nakashima200.34
takeshi shinohara310312.69
Kouichi Hirata413032.04
Tetsuji Kuboyama514029.36