Abstract
The three-states asymmetric clock model is considered in the x-continuum limit. Along the x axis the interaction has the Potts symmetry and the Hamiltonian thus obtained is non-Hermitian. Using finite-size scaling one obtains only one phase transition, which is anisotropic, between a low-temperature ferromagnetic phase and a high-temperature modulated phase. Estimates for some critical exponents are given.
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