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Search algorithms / Discrete geometry / Nearest neighbor graph / K-d tree / Nearest neighbor search / Z-order curve / K-nearest neighbor algorithm / Algorithm / Approximations of π / Mathematics / Information science / Geometry


Document Date: 2009-09-18 18:19:01

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Bern / Tallahassee / /

Company

GPU / Sun / AMD / Intel / /

Currency

AMD / /

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Facility

Florida State University / /

IndustryTerm

performance computing / theoretical algorithms / parallel algorithms / mainstream computing / actual solution / parallel kd-tree construction algorithm / multi-core processors / construction algorithm / recursive algorithm / cache-efficient algorithm / efficient k-nearest neighbor construction algorithm / approximate nearest neighbor solution / binary search / partial solution / partial nearest neighbor solution / nearest neighbor solution / approximate solution / knng algorithm / visualization applications / parallel algorithm / kd-tree algorithm / geographic information systems / cache-coherent shared memory multi-processors / nearest neighbor algorithms / /

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Isis / Linux / SUSE Linux / Microsoft Windows / /

Organization

National Science Foundation / Department of Computer Science / Florida State University / /

Person

Piyush Kumar / Morton Ordering / Michael Connor / Samidh Chatterjee / /

Position

Prime Minister / /

Product

Pentax K-x Digital Camera / Taylor / Zvalues / /

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FL / /

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Manitoba / Florida / /

Technology

2009 3 Algorithm / knng algorithm / cache-efficient algorithm / efficient k-nearest neighbor construction algorithm / Linux / parallel kd-tree construction algorithm / parallel algorithm / operating system / 1 Floating Point Morton Order Algorithm / operating systems / recursive algorithm / cache-coherent shared memory multi-processors / k-NNG algorithm / kd-tree algorithm / nearest neighbor algorithms / T2 OpenSparc processor / 2 KNN Graph Construction Algorithm / 2009 Algorithm / k-NNG construction algorithm / 2.3 The k-Nearest Neighbor Graph Construction Algorithm Algorithm / done using a recursive algorithm / /

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