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Название: Clustering in Low-Dimensional SO (N)-Invariant Statistical Models with Long-Range Interactions
Автор: Ito K.R.
Journal of Statistical Physics, Vol. 29, No. 4, 1982. p. 747-760.
We obtain upper bounds for the two-point correlation functions in statistical models in one or two dimensions which have SO(N) symmetry. This clarifies upper bounds for long range interactions for which there exists clustering.