An elliptic parameterisation of the Zamolodchikov model
The Zamolodchikov model describes an exact relativistic factorized scattering theory of straight strings in (2. +. 1)-dimensional space-time. It also defines an integrable 3D lattice model of statistical mechanics and quantum field theory. The three-string S-matrix satisfies the tetrahedron equation which is a 3D analog of the Yang-Baxter equation. Each S-matrix depends on three dihedral angles formed by three intersecting planes, whereas the tetrahedron equation contains five independent...[Show more]
|Collections||ANU Research Publications|
|Source:||Nuclear Physics B|
|Access Rights:||Open Access|
|01_Bazhanov_An_elliptic_parameterisation_2013.pdf||253.93 kB||Adobe PDF|
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