 98596 J. L. Lebowitz (lebowitz@math.rutgers.edu), A. Mazel, (mazel@math.rutgers.edu)
 Improved Peierls Argument for High Dimensional Ising Models
(22K, TeX)
Sep 10, 98

Abstract ,
Paper (src),
View paper
(auto. generated ps),
Index
of related papers

Abstract. We consider the low temperature expansion for the Ising
model on $\Z^d$, $d \ge 2$, with ferromagnetic nearest neighbor
interactions in terms of Peierls contours. We prove that the expansion
converges for all temperatures smaller than $C d (\log d)^{1}$, which is
the correct order in $d$.
 Files:
98596.tex