In integrable RSOS models, all Verlinde lines of diagonal minimal models are realized by spectral-parameter insertions: (1,s) lines are exactly topological on the lattice, (r>=2,s) lines only in the continuum limit, with analytically computed eigenvalues.
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Integrability and lattice discretizations of all Topological Defect Lines in minimal CFTs
In integrable RSOS models, all Verlinde lines of diagonal minimal models are realized by spectral-parameter insertions: (1,s) lines are exactly topological on the lattice, (r>=2,s) lines only in the continuum limit, with analytically computed eigenvalues.