MathDB1 problem
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Periodic extremal Gibbs-state conjecture for two-dimensional models
Periodic Gibbs-state conjecture. Two-dimensional models should always possess a finite number of extremal Gibbs states, all of which are periodic.
Periodic extremal Gibbs-state conjecture for two-dimensional models
Periodic Gibbs-state conjecture. Two-dimensional models should always possess a finite number of extremal Gibbs states, all of which are periodic.