Statistical Physics and Interdisciplinary Applications

Pelizzola A. Cluster variation method in statistical physics and probabilistic graphical models. JOURNAL OF PHYSICS A-MATHEMATICAL AND GENERAL. 2005;38:R309-R339.

Pelizzola A, Pretti M. Properties of some mean-field-like approximations for the triangular Ising antiferromagnet. PHYSICAL REVIEW B. 1999;60:10134-44.

Pelizzola A. Cluster-variation-Pade-approximant method for the simple cubic Ising model. PHYSICAL REVIEW E. 2000;61:4915-9.

Pelizzola A. Deriving exact results for Ising-like models from the cluster variation method. NUCLEAR PHYSICS B-PROCEEDINGS SUPPLEMENTS. 2000;83-4:706-8.

Pelizzola A. Cluster variation method and disorder varieties of two-dimensional Ising-like models. PHYSICAL REVIEW B. 2000;61:11510-3.

Pelizzola A. Exact boundary magnetization of the layered ising model on triangular and honeycomb lattices. MODERN PHYSICS LETTERS B. 1996;10:145-51.

Pelizzola A. Low-temperature phase of the three-state antiferromagnetic Potts model on the simple-cubic lattice. PHYSICAL REVIEW E. 1996;54:R5885-R5888.

Pelizzola A. Boundary critical behaviour of two-dimensional layered Ising models. INTERNATIONAL JOURNAL OF MODERN PHYSICS B. 1997;11:1363-88.

Pelizzola A. Cluster-variation-Pade-approximants method and the critical exponents of the fcc Ising model. PHYSICAL REVIEW E. 1996;53:5825-30.

Pelizzola A. ON THE BOUNDARY MAGNETIZATION OF SOME LAYERED MODEL. MODERN PHYSICS LETTERS B. 1995;9:1439-45.