The eight-vertex model and Painleve VI equation II: eigenvector results
We study a special anisotropic XYZ-model on a periodic chain of an odd length and conjecture exact expressions for certain components of the ground state eigenvectors. The results are written in terms of tau-functions associated with Picards elliptic solutions of the Painlev́e VI equation. Connections with other problems related to the eight-vertex model are briefly discussed.
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|Source:||Journal of Physics A: Mathematical and Theoretical|
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