Recent Papers by Roberto H. Schonmann

Domination by product measures (With T. M. Liggett and A. Stacey) The Annals of Probability, Vol. 25 pp. 71-95 (1997).

Exponential relaxation of Glauber dynamics with some special boundary conditions (With N. Yoshida) Communications in Mathematical Physics, Vol. 189 pp. 299-309 (1997).

A nucleation-and-growth model (With P.Dehghanpour) Probability Theory and Related Fields, Vol. 107 pp. 123-135 (1997).

The second lowest extremal invariant measure of the contact process (With M. Salzano) The Annals of Probability, Vol. 25 pp. 1846-1871 (1997).

Metropolis dynamics relaxation via nucleation and growth (With P.Dehghanpour) Communications in Mathematical Physics, Vol. 188 pp. 89-119 (1997).

Complete analyticity of the 2D Potts model above the critical temperature (With A. C. D. van Enter, R. Fernandez and S. B. Shlosman) Communications in Mathematical Physics, Vol. 189 pp. 373-393 (1997).

Lack of monotonicity in ferromagnetic Ising model phase diagrams (With N. I. Tanaka) The Annals of Applied Probability Vol. 8 pp. 234-245 (1998).

Wulff droplets and the metastable relaxation of kinetic Ising models (With S. B. Shlosman) Communications in Mathematical Physics, Vol. 194 pp. 389-462 (1998).

A new proof that for the contact process on homogeneous trees local survival implies complete convergence (With M. Salzano) The Annals of Probability, Vol. 15 pp. 382-387 (1997).

The triangle condition for contact processes on homogeneous trees Journal of Statistical Physics, Vol. 90 pp. 1429-1440 (1998).

Dobrushin-Kotecky-Shlosman theorem up to the critical temperature (With D. Ioffe) Communications in Mathematical Physics, Vol. 199 pp. 117-167 (1998).

The second lowest extremal invariant measure of the contact process II (With M. Salzano) Preprint.

A Note on Percolation in a Voronoi competition-growth model (With E. Kira and E. J. Neves) Journal of Statistical Physics, Vol. 92 pp. 755-764 (1998).

Metastability and the Ising model Proceedings of the International Congress of Mathematicians, Berlin 1998, Vol. III. G.Fischer, U.Rehmann, eds. (Documenta Mathematica, Extra Volumes, 1998), pp. 173-181.

Stability of infinite clusters in supercritical percolation. Probability Theory and Related Fields, (to appear).

Percolation in $\infty + 1$ dimensions at the uniqueness threshold. To appear in a volume in honor to Harry Kesten, edited by M. Bramson and R. Durrett.

Percolation on transitive graphs as a coalescent process: relentless merging followed by simultaneous uniqueness. (With O. Häggström and Y. Peres) To appear in a volume in honor to Harry Kesten, edited by M. Bramson and R. Durrett.

The Griffiths singularity random field. (With A. van Enter, C. Maes and S. Shlosman) Preprint.

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