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Search algorithms / Binary trees / Data mining / Information retrieval / Nearest neighbor search / Tree traversal / K-d tree / Binary search tree / Tree / Information science / Mathematics / Graph theory


Tree-Independent Dual-Tree Algorithms Ryan R. Curtin William B. March Parikshit Ram David V. Anderson Alexander G. Gray
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Document Date: 2013-11-02 02:18:50


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City

Atlanta / Cambridge / /

Company

Neural Information Processing Systems / MIT Press / /

Country

United States / /

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Facility

library MLPACK / Carnegie Mellon University / Jr. Georgia Institute of Technology / /

IndustryTerm

large-scale machine learning applications / range search implementations / dual-tree k-nearest neighbor search / branchand-bound algorithm / branch-and-bound algorithms / dual-tree branch-and-bound algorithms / parallel dual-tree algorithms / dual-tree algorithms / distributed dual-tree algorithm / binary search trees / range search / standalone algorithms / meta-algorithm / data mining / then use branch-and-bound algorithms / signal processing / k-nearest neighbor search / bound algorithm / immediate applications / correct dual-tree algorithm / given algorithms / dual-tree algorithm / meta-algorithms / give algorithms / large-scale distributed dual-tree algorithms / quadratically-scaling brute-force algorithm / example dual-tree algorithms / furthest-neighbor search / algorithms / geographic information systems / nearest neighbor search / /

Organization

MIT / Nuclear Regulatory Commission / Georgia Institute of Technology / Carnegie Mellon University / /

Person

Nq / Nc / Tq / David V. Anderson Alexander / Hart / Alex Gray / Alexander G. Gray Charles / max B / William B. March Parikshit Ram David V / Nd / Ryan R. Curtin William / /

Position

VP / researcher / author / /

Product

Sigma DP1 Digital Camera / /

ProgrammingLanguage

C++ / /

ProvinceOrState

Georgia / Massachusetts / /

PublishedMedium

Machine Learning / Communications of the ACM / /

Technology

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