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Multiparameter statistical models from N^2\times N^2 braid matrices: Explicit eigenvalues of transfer matrices {\bf T}^{(r)}, spin chains, factorizable scatterings for all N

By Boucif Abdesselam and Aishi Chakrabarti
For a class of multiparameter statistical models based on N^2\times N^2 braid matrices the eigenvalues of the transfer matrix {\bf T}^{(r)} are obtained explicitly for all (r,N). Our formalism yields them as solutions of sets of linear equations with simple constant coefficients. The role of zero-sum multiplets constituted in terms... Show more
June 30, 2008
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Multiparameter statistical models from $N^2\times N^2$ braid matrices: Explicit eigenvalues of transfer matrices ${\bf T}^{(r)}$, spin chains, factorizable scatterings for all $N$
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