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Correlation inequality
Inequalities satisfied by the correlation functions From Wikipedia, the free encyclopedia
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A correlation inequality is any of a number of inequalities satisfied by the correlation functions of a model. Such inequalities are of particular use in statistical mechanics and in percolation theory.[1]
 | This article relies largely or entirely on a single source. (March 2024) |
Examples include:
- Bell's inequality
- FKG inequality
- Griffiths inequality, and its generalisation, the Ginibre inequality
- Gaussian correlation inequality
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