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- Griffiths_inequality abstract "In statistical mechanics, the Griffiths inequality, sometimes also called Griffiths–Kelly–Sherman inequality or GKS inequality, named after Robert B. Griffiths, is a correlation inequality for ferromagnetic spin systems. Informally, it says that in ferromagnetic spin systems, if the 'a-priori distribution' of the spin is invariant under spin flipping, the correlation of any monomial of the spins is non-negative; and the two point correlation of two monomial of the spins is non-negative.The inequality was proved by Griffiths for Ising ferromagnets with two-body interactions, then generalised by Kelly and Sherman to interactions involving an arbitrary number of spins, and then by Griffiths to systems with arbitrary spins. A more general formulation was given by Ginibre, and is now called the Ginibre inequality.".
- Griffiths_inequality wikiPageID "32014314".
- Griffiths_inequality wikiPageRevisionID "574291132".
- Griffiths_inequality hasPhotoCollection Griffiths_inequality.
- Griffiths_inequality subject Category:Inequalities.
- Griffiths_inequality subject Category:Statistical_mechanics.
- Griffiths_inequality type Abstraction100002137.
- Griffiths_inequality type Attribute100024264.
- Griffiths_inequality type Difference104748836.
- Griffiths_inequality type Inequalities.
- Griffiths_inequality type Inequality104752221.
- Griffiths_inequality type Quality104723816.
- Griffiths_inequality comment "In statistical mechanics, the Griffiths inequality, sometimes also called Griffiths–Kelly–Sherman inequality or GKS inequality, named after Robert B. Griffiths, is a correlation inequality for ferromagnetic spin systems.".
- Griffiths_inequality label "Griffiths inequality".
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- Griffiths_inequality wasDerivedFrom Griffiths_inequality?oldid=574291132.
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