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Tree / Graph coloring / Minor / Path decomposition / Planar separator theorem / Graph theory / Graph operations / Planar graph


An Approximation Algorithm for the Disjoint Paths Problem in Even-Degree Planar Graphs Jon Kleinberg ∗ Abstract
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Document Date: 2005-08-11 23:51:43


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City

Berlin / /

Company

Plenum Press / Israel Journal / Diameter Planar Networks / /

Currency

pence / /

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Facility

Cornell University / Carnegie Mellon University / /

IndustryTerm

disjoint paths algorithms / deterministic algorithms / performance computing / good algorithms / approximation algorithm / disjoint paths algorithm / approximate solution / polynomial-time algorithm / c-approximation algorithm / polylogarithmic approximation algorithms / polylogarithmic approximation algorithm / overall algorithm / graph algorithms / polynomialtime algorithm / approximation algorithms / /

Organization

National Science Foundation / Department of Computer Science / Carnegie Mellon University / Cornell University / /

Person

Robin Thomas / U. Vazirani / V / Bruce Shepherd / N. Garg / V / Chandra Chekuri / Paul Seymour / Sanjeev Khanna / Xa / W. Thatcher / P.D. Seymour / Neil Robertson / /

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Product

CCR / /

PublishedMedium

Theory of Computing / /

Technology

polynomial-time / polylogarithmic approximation algorithm / graph algorithms / Decision Algorithms / c-approximation algorithm / On-Line Algorithms / overall algorithm / disjoint paths algorithm / CKS algorithm / Primal-dual approximation algorithms / approximation algorithm / polynomial-time algorithm / provably good algorithms / disjoint paths algorithms / well.3 The CKS algorithm / approximation algorithms / ATM / polynomialtime algorithm / polylogarithmic approximation algorithm / Parallel Processing / routing algorithm / polylogarithmic approximation algorithms / circuit-switched / Integrated Circuit / /

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