Abstract
A numerical lattice simulation technique is presented that is efficient for use on general purpose computers. This algorithm is a combination of the microcanonical simulation introduced by Creutz, and the multilattice coding technique demonstrated by Bhanot et al. The algorithm is tested with the two-dimensional Ising model. We achieve a maximum speed of 660000 Ising spin flips per second (without measurements) on a VAX 11 780 . Satisfactory agreement with exact results is found.
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