Gayrard V. — Thermodynamic Limit of the q-State Potts-Hopfield Model with Infinitely Many Patterns
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Название: Thermodynamic Limit of the q-State Potts-Hopfield Model with Infinitely Many Patterns
Автор: Gayrard V.
Аннотация:
We prove the almost sure convergence of the free energy and of the overlap order parameters in a q-state version of the Hopfield neural network model. We compute explicitly these limits for all temperatures different from some critical value.
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