This is a tutorial review on the Potts model aimed at bringing out in an organized fashion the
essential and important properties of the standard Potts model. Emphasis is placed on exact …

We present a detailed study of the methods of summation based on Borel transformation
and conformal mapping, which we have used to calculate critical exponents of the n-vector …

The pivot algorithm is a dynamic Monte Carlo algorithm, first invented by Lal, which
generates self-avoiding walks (SAWs) in a canonical (fixed-N) ensemble with free endpoints …

We present results of a simulation of two flavor QCD on a 16 3× 4 lattice using p4-improved
staggered fermions with bare quark mass m/T= 0.4. Derivatives of the thermodynamic grand …

Convection in a porous cavity driven by heating in the horizontal is analysed by a number of
different techniques which yield a fairly complete description of the two-dimensional …

We investigate the Taylor expansion of the baryon number susceptibility, and hence,
pressure, in a series in the baryon chemical potential (μ B) through a lattice simulation with …

We investigate the critical end point of QCD with two flavours of light dynamical quarks at
finite lattice cutoff a= 1/4 T using a Taylor expansion of the baryon number susceptibility. We …

We make a high-precision Monte Carlo study of two-and three-dimensional self-avoiding
walks (SAWs) of length up to 80,000 steps, using the pivot algorithm and the Karp-Luby …

We have studied the hard-square lattice gas, using corner transfer matrices. In particular, we
have obtained the first 24 terms of the high-density series for the order parameter ρ 2− ρ 1 …

We report conjectures on the three-dimensional (3D) Ising model of simple orthorhombic
lattices, together with details of calculations for a putative exact solution. Two conjectures, an …