Siyu Liu
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2026
Counting and Sampling Anti-Ferromagnetic Potts Models on Random Regular Bipartite Graphs in the Non-uniqueness Regime
This paper studies approximating the partition function of the anti-ferromagnetic multi-state Potts model at low temperature on random regular bipartite graphs, and shows that single-site Glauber dynamics have exponentially slow mixing time but proposes a deterministic algorithm for approximation.
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