Semi-Markov Random Walks and Universality in Ising-like Chains

Physics – Condensed Matter – Statistical Mechanics

Scientific paper

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8 pages Latex file without figure

Scientific paper

We exhibit a one to one correspondence between some universal probabilistic
properties of the ordering coordinate of one-dimensional Ising-like models and
a class of continuous time random walks. This correspondence provides an new
qualitative picture of the properties of the ordering coordinate of the Ising
model.

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