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Charlas

Birational mapping from the Chiral Potts model
Jean-Christian Angles d'Auriac
Grenoble
jueves 22 mayo 2008 , 09h00
Charla en el taller (2008)

We introduce discrete dynamical systems originating from 2-dimensional lattice statistical mechanics models. These dynamical systems are birational mappings which show a reduced degree growth. All the mappings associated to the q-state Potts model with q a prime or the square of a prime are found. For the other cases, a symbolic enumerative algorithm is used for q small. A two parameters integrable family is found.



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