Abstract
The integrals of motion of the tricritical Ising model are obtained by thermodynamic Bethe ansatz (TBA) equations derived from the A 4 integrable lattice model. They are compared with those given by the conformal field theory leading to a unique one-to-one lattice-conformal correspondence. They can also be followed along the renormalization group flows generated by the action of the boundary field φ 1 , 3 on conformal boundary conditions in close analogy to the usual TBA description of energies.
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