Low-Temperature Series for Ising Model by Finite-Lattice Method

Abstract

We have calculated the low-temperature series for the second moment of the correlation function in $d=3$ Ising model to order $u^{26}$ and for the free energy of Absolute Value Solid-on-Solid (ASOS) model to order $u^{23}$, using the finite-lattice method.

3pages, latex, no figures, talk given at LATTICE'94, to appear in the proceedings

References in corpus (4)

• Surface Tension, Surface Stiffness, and Surface Width of the 3-dimensional Ising Model on a Cubic Lattice
• Low temperature expansion for the 3-d Ising Model
• Comparison of Monte Carlo Results for the 3D Ising Interface Tension and Interface Energy with (Extrapolated) Series Expansions
• Yet another way to obtain low temperature expansions for discrete spin systems