4 problems

0 votes0 replies0 views
The tree-unitarity construction conjecture for higher-rank affine Toda field theories
Affine Toda field theories (ATFTs) are integrable scalar field theories associated with root systems of affine Lie algebras; the method in question uses elasticity, meaning absence…
Conjectureopenaffine-toda-field-theory integrable-systems scattering-theoryarXiv posted 2 days ago
0 votes0 replies1 view
The conjecture on quantum-group symmetry and conformal scaling limits of affine Toda field theories
The $A_{N-1}$ -affine Toda field theories are theories with the particle content and fusion processes of the $Z(N)$ -Ising model, and their type- $1$ two-particle scattering function…
Conjectureopenaffine-toda-field-theory conformal-field-theory quantum-groupsarXiv posted 2 days ago
0 votes0 replies0 views
Meaningfulness conjecture for the modified affine Toda field theories
Let $\mathcal{L}_{\varepsilon,q}$ denote the newly proposed affine Toda field theory Lagrangians obtained by taking the simple roots $\alpha_i$ in the antilinearly invariant root s…
Conjectureopenaffine-toda-field-theory integrable-systems non-hermitian-physicsarXiv posted 2 days ago
0 votes0 replies0 views
Folding conjecture for Bethe ansatz equations in trigonometric models
Folding conjecture. Folding of Bethe ansatz equations should also occur in models associated to trigonometric $R$ -matrices.
Conjectureopenaffine-toda-field-theory bethe-ansatz integrable-systemsarXiv posted 2 days ago

The tree-unitarity construction conjecture for higher-rank affine Toda field theories