Markov-Property Applications to Ising Model Calculations
The Markov property is described. Its application to parallel computation and the potential for computational speed-up from its use are illustrated in both exact and Monte Carlo computations for the one and two dimensional, near-neighbor Ising models.
KeywordsPartition Function Ising Model Markov Property Monte Carlo Computation Autocorrelation Time
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- 1.See, for example, G. A. BAKER, JR., Quantitative Theory of Critical Phenomena, Academic Press, Boston, 1990.Google Scholar
- 4.A. E. FERDINAND, Lattice Stastistics of Finite Systems, Cornell University Thesis, 1967.Google Scholar
- 5.G. A. BAKER, JR., A Markov-Property, Monte-Carlo Method: One Dimensional Ising Model, Los Alamos preprint, submitted for publication.Google Scholar