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Algebraic Algorithms for Matching and Matroid Problems Nicholas J. A. Harvey Computer Science and Artificial Intelligence Laboratory Massachusetts Institute of Technology Abstract
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Document Date: 2008-10-04 08:08:33


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Oracle / Artificial Intelligence Laboratory / /

Facility

Artificial Intelligence Laboratory Massachusetts Institute of Technology Abstract We / /

IndustryTerm

algebraic algorithm / recursive algorithm / matroid algorithms / matrix multiplication algorithm / randomized algorithms / linear matroid algorithm / Linear matroid algorithms / non-bipartite matching algorithms / lazy algorithm / black-box algorithm / rectangular matrix multiplication algorithms / self-reducibility algorithm / intersection algorithms / approximation algorithms / /

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Institute of Technology Abstract We / Massachusetts Institute of Technology / /

Person

Nicholas J. A. Harvey / Rabin / /

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Nova Scotia / /

Technology

purely algebraic algorithm / previous algorithm / linear matroid algorithm / non-bipartite matching algorithms / Linear matroid algorithms / randomized algorithm / algorithm Algorithm / Mucha-Sankowski algorithm / The self-reducibility algorithm / self-reducibility algorithm / time algorithm / existing algorithms / rectangular matrix multiplication algorithms / black-box algorithm / 1.2 Matroid intersection algorithms / Las Vegas algorithm / 1.1 Matching algorithms / Monte Carlo algorithm / approximation algorithms / Micali-Vazirani algorithm / previous matroid algorithms / 3.3 An algorithm / matrix multiplication algorithm / Gabow-Xu algorithm / /

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