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math.PR2026
Zero-temperature stochastic Ising model on one-dimensional quasi-transitive graphs
Emilio De Santis
We consider the zero-temperature stochastic Ising process describing spin-flip dynamics on an infinite one-dimensional quasi-transitive graph with finite interact…
math.PR2023
Zero-temperature stochastic Ising model on planar quasi-transitive graphs
Emilio De Santis, Leonardo Lelli
We study the zero-temperature stochastic Ising model on some connected planar quasi-transitive graphs, which are invariant under rotation and translation. The initial spin configur…