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Computational phylogenetics / Matrices / Operations research / Combinatorics / Matrix / Mathematical optimization / Convex optimization / Sequence alignment / Permutation / Mathematics / Algebra / Bioinformatics


Convex Kernelized Sorting
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Document Date: 2013-03-26 23:25:55

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File Size: 3,33 MB

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City

New York / /

Company

Cambridge University Press / Morgan Kaufmann Publishers Inc. / AAAI Press / SIAM Journal / Coleman / /

Country

United States / /

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Facility

Temple University / /

IndustryTerm

cross-covariance operator / matrix product / trustregion-reflective algorithm / polynomial-time algorithm / trace operator / trust-region-reflective algorithm / possible applications / proposed algorithms / image processing / post-processing / natural language processing / crosscovariance operator / optimum solution / shortest augmenting path algorithm / /

MarketIndex

set 320 / /

Organization

Cambridge University / IDF / Association for the Advancement / European Parliament / Mihajlo Grbovic and Slobodan Vucetic Department of Computer and Information Sciences / Temple University / Artificial Copyright Intelligence / Pattern Analysis and Machine Intelligence / Association for Computational Linguistics / /

Person

Wang / Novi Quadrianto / Yang / Jagadeesh Jagarlamudi / Qingqing Cai / Xin Li / Hal Daum / Slobodan Vucetic / /

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Position

D. J. / Prime Minister / matrix Mp / Mp / /

Product

Europarl Parallel Corpus5 (Koehn 2005) / /

ProvinceOrState

Kansas / Massachusetts / /

PublishedMedium

IEEE Transactions on Pattern Analysis and Machine Intelligence / Computational Linguistics / Journal of Molecular Biology / Pacific Journal of Mathematics / Journal of Machine Learning Research / /

Technology

bioinformatics / KS algorithm / Manifold Alignment algorithm / CKS algorithm / Machine Translation / remaining algorithms / machine learning / EM Algorithm / image processing / Kernelized Sorting algorithm / shortest augmenting path algorithm / EM-style algorithm / natural language processing / artificial intelligence / competing algorithms / trustregion-reflective algorithm / polynomial-time algorithm / existing algorithms / trust-region-reflective algorithm / Data Mining / previously proposed algorithms / 4 algorithms / Using the EM Algorithm / /

URL

www.cs.titech.ac.jp/∼yamada / http /

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