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2015
In the previous chapter, we have discussed the formalism of statistical physics. A big help for us was the Ising model which provided the very intuitive understanding for all the concepts considered.
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In the previous chapter, we have discussed the formalism of statistical physics. A big help for us was the Ising model which provided the very intuitive understanding for all the concepts considered.
openaire +2 more sources
2015
Cooperative phenomena are introduced via the simple Ising model in which spins having two states occupy a lattice and interact with nearest neighbors and an applied magnetic field. We study this model in the mean field approximation. Correlations among spin states are neglected, so each spin interacts with a self-consistent mean field.
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Cooperative phenomena are introduced via the simple Ising model in which spins having two states occupy a lattice and interact with nearest neighbors and an applied magnetic field. We study this model in the mean field approximation. Correlations among spin states are neglected, so each spin interacts with a self-consistent mean field.
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Dimensional expansions for the Ising model
Physical Review Letters, 1992Summary: A Comment on the letter by \textit{C. M. Bender} et al. [Phys. Rev. Lett. 68, 3674 (1992)].
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Metastability and the Ising model
1998In the past years, one of the most important progress on the study of random fields and infinite particle systems is the understanding about the metastability of Ising model, in particular its Wulff construction. The author reports in this article mainly on two papers: The author's one [Commun. Math. Phys. 161, No.
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Ising-Model Optimizer with Parallel-Trial Bit-Sieve Engine
Computational Intelligence in Security for Information Systems, 2017S. Matsubara+10 more
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The Ising Model and Ferrimagnetism
Proceedings of the Physical Society. Section B, 1957openaire +3 more sources