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Linear complementarity problem

In mathematical optimization theory, the linear complementarity problem (LCP) arises frequently in computational mechanics and encompasses the well-known quadratic programming as a special case. It was proposed by Cottle and Dantzig in 1968.

Formulation, Convex quadratic-minimization: Minimum conditions & Overview

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Formulation

Convex quadratic-minimization: Minimum conditions

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Linear complementarity problem

Nodes26
Edges25
Triples114
Avg. degree1.92
Density0.076923
Components1

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Linear complementarity problem

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related to References · 102
Linear complementarity problem → Academic Press, Anders, Annals, Applied Mathematics, April, Archived, Berlin, Bernd, BF01582581, BF02096264, BF02614325, Björner, Boston, Cambridge University Press, CBO9780511586507, Cite, CiteSeerX, Combinatorial Theory, Complementary, Computer Science
related to External links · 7
Linear complementarity problem → GAUSS, GPL, LCPs, LCPSolve, Lemke's, MLCPs, Numerics
related to Formulation · 4
Linear complementarity problem → Given, LCP, Mz, This
related to Convex quadratic-minimization: Minimum conditions · 1
Linear complementarity problem → Finding

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Important terminology

complementarity linear 10 problem doi lcp mr programming displaystyle sufficient also condition mathematical theory isbn s2cid citeseerx methods lagrange multipliers

Entity relationships Subject–Predicate–Object triples

SubjectPredicateObjectConfidenceSrc
Linear complementarity problemrelated to Convex quadratic-minimization: Minimum conditionsFinding0.60section
Linear complementarity problemrelated to External linksLCPSolve0.60section
Linear complementarity problemrelated to External linksGAUSS0.60section
Linear complementarity problemrelated to External linksNumerics0.60section
Linear complementarity problemrelated to External linksGPL0.60section
Linear complementarity problemrelated to External linksLemke's0.60section
Linear complementarity problemrelated to External linksLCPs0.60section
Linear complementarity problemrelated to External linksMLCPs0.60section
Linear complementarity problemrelated to FormulationGiven0.60section
Linear complementarity problemrelated to FormulationLCP0.60section
Linear complementarity problemrelated to FormulationThis0.60section
Linear complementarity problemrelated to FormulationMz0.60section

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