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Exponential Decay of Truncated Correlations for the Ising Model in any Dimension for all but the Critical Temperature
- Journal Article
The truncated two-point function of the ferromagnetic Ising model on Z(d) (d >= 3) in its pure phases is proven to decay exponentially fast throughout the ordered regime (beta > beta(c) and h = 0). Together with the previously known results, this implies that the exponential clustering property holds throughout the model's phase diagram except for the critical point: (beta, h) = (beta(c), 0). Show more
Journal / seriesCommunications in Mathematical Physics
Pages / Article No.
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