## The Potts model and the symmetric group

Arun Ram

Department of Mathematics and Statistics

University of Melbourne

Parkville, VIC 3010 Australia

aram@unimelb.edu.au

Last update: 18 April 2014

## Notes and References

This is an excerpt of the paper *The Potts model and the symmetric group* by V.F.R. Jones. It appeared in: Subfactors: Proceedings of the Taniguchi Symposium on Operator Algebras (Kyuzeso, 1993), River Edge, NJ, World Sci. Publishing, 1994, pp. 259–267.

## References

[Bax1982]
R. Baxter,
*Exactly solved models in statistical mechanics*,
Academic press, London, 1982.

[Bra1937]
R. Brauer,
*On algebras which are connected with the semisimple continuous groups*,
Ann. Math. **38** (1937) 854–872.

[Jae1992]
F. Jaeger,
*Strongly regular graphs and spin models for the Kauffman polynomial*,
Geom. Dedicate **44** (1992) 23-52.

[Jon1991]
V. Jones,
*Subfactors and knots*,
CBMS series number **80** (1991).

[Jon1983]
V. Jones,
*Index for subfactors*,
Invent. Math. **72** (1983), 1-25.

[Kau1987]
L. Kauffman,
*State models and the Jones polynomial*,
Topology **26** (1987), 395-401.

[Sta1986]
R. Stanley,
*Enumerative combinatorics*,
vol 1. Wadsworth and Brooks/Cole (1986).

[Wen1988-2]
H. Wenzl,
*On the structure of Brauer’s centralizer algebras*,
Ann. Math. **128** (1988), 173-193.

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