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Numerical results for the three-state critical Potts model on finite rectangular lattices

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Date

1995

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Abstract

Partition functions for the three-state critical Potts model on finite square lattices and for a variety of boundary conditions are presented. The distribution of their zeros in the complex plane of the spectral variable is examined and is compared to the expected infinite-lattice result. The partition functions are then used to test the finite-size scaling predictions of conformal and modular invariance.

Description

Keywords

conformal invariance, lattice statistics, modular invariance, solvable models, Statistical mechanics, three-state Potts model, zeros of the partition function

Citation

URI

https://dspace-test.anu.edu.au/handle/1885/733733035

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DevOps Pure Testing

Source

Journal of Statistical Physics

Type

Article

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DOI

10.1007/BF02183683

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