44 citations · 90 across the 3 of their papers we have counts for
10 papers
Punctured polygons and polyominoes on the square lattice
Anthony J Guttmann, Iwan Jensen, Ling Heng Wong +1
We use the finite lattice method to count the number of punctured staircase and self-avoiding polygons with up to three holes on the square lattice. New or radically extended serie…
On the Non-Universality of a Critical Exponent for Self-Avoiding Walks
D. Bennett-Wood, J. L. Cardy, I. G. Enting +2
We have extended the enumeration of self-avoiding walks on the Manhattan lattice from 28 to 53 steps and for self-avoiding polygons from 48 to 84 steps. Analysis of this data sugge…
Exact Enumeration Study of Free Energies of Interacting Polygons and Walks in Two Dimensions
D. Bennett-Wood, I. G. Enting, D. S. Gaunt +4
We present analyses of substantially extended series for both interacting self-avoiding walks (ISAW) and polygons (ISAP) on the square lattice. We argue that these provide good evi…
Low temperature series expansions for the square lattice Ising model with spin S > 1
I Jensen, A J Guttmann, I G Enting
We derive low-temperature series (in the variable ) for the spontaneous magnetisation, susceptibility and specific heat of the spin- Ising model on the square…
The high-temperature specific heat exponent of the 3-d Ising model
A. J. Guttmann, I. G. Enting, latex
We have extended the high-temperature susceptibility series of the three-dimensional spin-1\2 Ising model to v**26. Analysis of the new series gives alpha = 0.101 +- 0.004.
Low-Temperature Series Expansions for the Spin-1 Ising Model
I. G. Enting, A, J. Guttmann +1
The finite lattice method of series expansion has been used to extend low-temperature series for the partition function, order parameter and susceptibility of the spin-1 Ising mode…