On the uniqueness of the equilibrium state for antiferromagnetic Ising spin system in the phase transition region

Author:

di Liberto Francesco

Publisher

Springer Science and Business Media LLC

Subject

Mathematical Physics,Statistical and Nonlinear Physics

Reference8 articles.

1. Fortuin, J., Ginibre, J., Kasteleyn, P. W.: Commun. math. Phys.22, 89 (1961).

2. Gallavotti, G., Miracle-Sole, S.: Phys. Rev.B5, (7) 2555 (1972).

3. Minlos, R. A., Sinai, Ya. G.: Trudy Moskov Mat. Obs.17 (1967). English translation of Trans. Moscow Math. Soc.17, 237 (1967).

4. Minlos, R. A., Sinai, Ya. G.: Part 2 Trudy Moskov Mat. Obs.19 (1968).

5. Gallavotti, G., Martin-Löf, A.: Commun. math. Phys.25, 87 (1972).

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1. Site bond percolation in ferromagnetic and antiferromagnetic Ising models: a renormalisation group approach;Journal of Physics A: Mathematical and General;1981-11-01

2. Correlation inequalities and their applications;Journal of Soviet Mathematics;1981

3. On K-systems and Bernoullicity in statistical mechanics;Théorie Ergodique;1976

4. Random economies with many interacting agents;Journal of Mathematical Economics;1974-03

5. Analyticity properties of the Ising model in the antiferromagnetic phase;Communications in Mathematical Physics;1973-06

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