56 citations · 194 across the 7 of their papers we have counts for
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Groundstate finite-size corrections and dilogarithm identities for the twisted , and models
Alexi Morin-Duchesne, Andreas Klümper, Paul A. Pearce
We consider the -systems satisfied by the , , vertex and loop models at roots of unity with twisted boundary conditions on the cylinder. The ve…
Yang-Baxter Integrable Dimers on a Strip
Paul A. Pearce, Jørgen Rasmussen, Alessandra Vittorini-Orgeas
The dimer model on a strip is considered as a Yang-Baxter \mbox{integrable} six vertex model at the free-fermion point with crossing parameter and quantum group inva…
Fusion hierarchies, -systems and -systems for the dilute loop models
Alexi Morin-Duchesne, Paul A. Pearce
The fusion hierarchy, -system and -system of functional equations are the key to integrability for 2d lattice models. We derive these equations for the generic dilute $A_2^{(…
Fusion hierarchies, -systems and -systems for the models
Alexi Morin-Duchesne, Paul A. Pearce, Jorgen Rasmussen
The family of models on the square lattice includes a dilute loop model, a -vertex model and, at roots of unity, a family of RSOS models. The fused transfer matrice…
One-Dimensional Sums and Finitized Characters of Fused RSOS Models
György Z. Fehér, Paul A. Pearce, Alessandra Vittorini-Orgeas
Tartaglia and Pearce have argued that the nonunitary fused Forrester-Baxter $\mbox{RSOS}(m,m')$ models are described, in the continuum scaling limit, by the minimal mod…