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Physical Review A
Irreversibility stabilizes certain locally interacting discrete systems against the nucleation and growth of a most-stable phase, thereby enabling them to behave in a computationally complex and nonergodic manner over a set of positive measure in the parameter space of their local transition probabilities, unlike analogous reversible systems. © 1985 The American Physical Society.
Charles H. Bennett, G. Grinstein, et al.
Physical Review A
Charles H. Bennett
Journal of Computational Physics
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IEEE Trans. Inf. Theory
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