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Cavity method

The cavity method is a mathematical method presented by Marc Mézard, Giorgio Parisi and Miguel Angel Virasoro in 1987 to derive and solve some mean field-type models in statistical physics, specially adapted to disordered systems. The method has been used to compute properties of ground states in many condensed matter and optimization problems.

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Cavity method

Nodes19
Edges18
Triples60
Avg. degree1.89
Density0.105263
Components1

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Cavity method

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related to Further reading · 55
Cavity method → Advani, Algorithms, America, An, Andrea, Bibcode, Bouchaud, Braunstein, Bunin, Cambridge, Cambridge University Press, CC/0212002, Federico, Florent, Gibbs, Giorgio, Guilhem, Guy, ISBN, ISSN
is a · 1
Cavity method → mathematical method presented by Marc Mézard
see also · 1
Cavity method → The

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method cavity problems also doi statistical physics states constituents arxiv issn s2cid bibcode 10 mézard methods marc parisi solve ground

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SubjectPredicateObjectConfidenceSrc
Cavity methodis amathematical method presented by Marc Mézard0.90text
k-satisfiabilityinstance ofThe added constituents are then considered to be the mean-field variables.The cavity method has proved useful in solving optimization problems0.80text
graph coloringinstance ofThe added constituents are then considered to be the mean-field variables.The cavity method has proved useful in solving optimization problems0.80text
belief propagationinstance ofbut is also closely related to methods from other areas0.80text
Cavity methodrelated to Further readingBraunstein0.60section
Cavity methodrelated to Further readingMézard0.60section
Cavity methodrelated to Further readingZecchina0.60section
Cavity methodrelated to Further readingSurvey0.60section
Cavity methodrelated to Further readingAn0.60section
Cavity methodrelated to Further readingRandom Structures0.60section
Cavity methodrelated to Further readingAlgorithms0.60section
Cavity methodrelated to Further readingCC/02120020.60section

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