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- Ginzburg_criterion abstract "Mean field theory gives sensible results as long as we are able to neglect fluctuations in the system under consideration. The Ginzburg Criterion tells us quantitatively when mean field theory is valid. It also gives the idea of an upper critical dimension, a dimensionality of the system above which mean field theory gives proper results, and the critical exponents predicted by mean field theory match exactly with those obtained by numerical methods.".
- Ginzburg_criterion wikiPageExternalLink 1.
- Ginzburg_criterion wikiPageExternalLink p286_1.
- Ginzburg_criterion wikiPageID "26998219".
- Ginzburg_criterion wikiPageLength "3233".
- Ginzburg_criterion wikiPageOutDegree "10".
- Ginzburg_criterion wikiPageRevisionID "665384840".
- Ginzburg_criterion wikiPageWikiLink Category:Concepts_in_physics.
- Ginzburg_criterion wikiPageWikiLink Category:Statistical_mechanics.
- Ginzburg_criterion wikiPageWikiLink Classical_Heisenberg_model.
- Ginzburg_criterion wikiPageWikiLink Critical_dimension.
- Ginzburg_criterion wikiPageWikiLink Ginzbug_interval.
- Ginzburg_criterion wikiPageWikiLink Hagen_Kleinert.
- Ginzburg_criterion wikiPageWikiLink Ising_Model.
- Ginzburg_criterion wikiPageWikiLink Ising_model.
- Ginzburg_criterion wikiPageWikiLink Landau_theory.
- Ginzburg_criterion wikiPageWikiLink Mean_field_theory.
- Ginzburg_criterion wikiPageWikiLink Phase_transition.
- Ginzburg_criterion wikiPageWikiLinkText "Ginzburg criterion".
- Ginzburg_criterion hasPhotoCollection Ginzburg_criterion.
- Ginzburg_criterion wikiPageUsesTemplate Template:Cite_journal.
- Ginzburg_criterion subject Category:Concepts_in_physics.
- Ginzburg_criterion subject Category:Statistical_mechanics.
- Ginzburg_criterion type Concept.
- Ginzburg_criterion type Mechanic.
- Ginzburg_criterion type Physic.
- Ginzburg_criterion comment "Mean field theory gives sensible results as long as we are able to neglect fluctuations in the system under consideration. The Ginzburg Criterion tells us quantitatively when mean field theory is valid. It also gives the idea of an upper critical dimension, a dimensionality of the system above which mean field theory gives proper results, and the critical exponents predicted by mean field theory match exactly with those obtained by numerical methods.".
- Ginzburg_criterion label "Ginzburg criterion".
- Ginzburg_criterion sameAs m.0bs82hp.
- Ginzburg_criterion sameAs Q5563311.
- Ginzburg_criterion sameAs Q5563311.
- Ginzburg_criterion wasDerivedFrom Ginzburg_criterion?oldid=665384840.
- Ginzburg_criterion isPrimaryTopicOf Ginzburg_criterion.