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Analysis of algorithms / Cache / Cache-oblivious algorithm / Suffix tree / Spanning tree / Planar separator theorem / Theoretical computer science / Graph theory / Mathematics


Theory Comput Syst[removed]: 269–296 DOI[removed]s00224[removed]Optimal Cache-Oblivious Mesh Layouts Michael A. Bender · Bradley C. Kuszmaul · Shang-Hua Teng · Kebin Wang
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Document Date: 2015-02-18 01:45:02


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City

Cambridge / Lexington / /

Company

LG / Springer Science+Business Media LLC / B.C. Kuszmaul Tokutek Inc. / Artificial Intelligence Laboratory / H. Teng Akamai Technologies Inc. / /

Country

United States / /

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Facility

University of Southern California / Boston University / store G0 / store G’s / Massachusetts Institute of Technology / Stony Brook University / /

IndustryTerm

separator algorithm / layout algorithm / construction algorithm / mesh layout algorithms / geometric separator algorithm / geometric-separator algorithm / computing / scientific computing / /

Organization

USA K. Wang Computer Science Department / National Science Foundation / Department of Computer Science / University of Southern California / Singapore-MIT Alliance / Boston University / Boston / Massachusetts Institute of Technology / S.-H. Teng Computer Science Department / Stony Brook University / /

Person

Gq / Bradley C. Kuszmaul / Ep / Hua Teng / Wang Published / /

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Position

Vp / |Vp / β|Vp / /

ProvinceOrState

New York / Massachusetts / /

Region

Southern California / /

Technology

G. Our construction algorithm / Classical VLSI-layout algorithms / separator algorithm / RAM / geometric-separator algorithm / existing algorithms / mesh layout algorithms / layout algorithm / random access / second algorithm / second layout algorithm / geometric separator algorithm / two algorithms / /

URL

http /

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