The paper reviews a theorem stating that any Metropolis-type lattice model has a finite hierarchical decomposition of metastable plateaus with Markov-chain limits at each level, and surveys four Ising model examples.
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Metastable Hierarchy in Abstract Low-Temperature Lattice Models
The paper reviews a theorem stating that any Metropolis-type lattice model has a finite hierarchical decomposition of metastable plateaus with Markov-chain limits at each level, and surveys four Ising model examples.