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Название: Renormalization Group at Criticality and Complete Analyticity of Constrained Models: A Numerical Study
Авторы: Cirillo E.N.M., Olivieri E.
We study the majority rule transformation applied to the Gibbs measure for the 2D Ising model at the critical point. The aim is to show that the renormalized Hamiltonian is well defined in the sense that the renormalized measure is Gibbsian.