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A note on the series expansion method for clustering problems (1972)
Attention is drawn to critical percolation probabilities for lattice models in which the range of interaction extends as far as third neighbours. By considering the limit of infinite range an...
EQUATION OF STATE IN THE CRITICAL REGION (1971)
Higher order terms in the equation of state are derived and studied numerically for the Ising model. A brief comparison is made with corresponding results for exactly soluble models.
LOW TEMPERATURE CRITICAL BEHAVIOUR OF THE ISING MODEL OF FERROMAGNETISM (1971)
Guttmann, A., Domb, C., Fox, P.
Low temperature series expansions for the spin S = 1 Ising model on various two and three dimensional lattices have been generated. By extrapolation of these series, it is found that the critical...
EQUATION OF STATE IN THE CRITICAL REGION (1971)
Higher order terms in the equation of state are derived and studied numerically for the Ising model. A brief comparison is made with corresponding results for exactly soluble models.
LOW TEMPERATURE CRITICAL BEHAVIOUR OF THE ISING MODEL OF FERROMAGNETISM (1971)
Guttmann, A., Domb, C., Fox, P.
Low temperature series expansions for the spin S = 1 Ising model on various two and three dimensional lattices have been generated. By extrapolation of these series, it is found that the critical...
EQUATION OF STATE IN THE CRITICAL REGION (1971)
Higher order terms in the equation of state are derived and studied numerically for the Ising model. A brief comparison is made with corresponding results for exactly soluble models.
LOW TEMPERATURE CRITICAL BEHAVIOUR OF THE ISING MODEL OF FERROMAGNETISM (1971)
Guttmann, A., Domb, C., Fox, P.
Low temperature series expansions for the spin S = 1 Ising model on various two and three dimensional lattices have been generated. By extrapolation of these series, it is found that the critical...