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We define the two-dimensional $O(n)$ conformal field theory as a theory that includes the critical dilute and dense $O(n)$ models as special cases, and depends analytically on the central charge.
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Three-Point Functions in c ≤ 1 c\leq 1 Liouville Theory and Conformal Loop Ensembles ,
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Dense loops, supersymmetry, and goldstone phases in two dimensions ,
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Fermionic field theory for trees and forests ,
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The arboreal gas and the supersphere sigma model ,
J. L. Jacobsen and H. Saleur, · 2005
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Two-dimensional O(n) models and logarithmic CFTs (2020),
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Geometrical four-point functions in the two-dimensional critical Q Q -state Potts model: The interchiral conformal bootstrap (2020),
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Bootstrap approach to geometrical four-point functions in the two-dimensional critical Q Q -state Potts model: A study of the s s -channel spectra ,
J. L. Jacobsen and H. Saleur, · 2019
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Bootstrap_virasoro 3.0: Bootstrapping two-dimensional cfts with virasoro symmetry (2021)
S. Ribault, R. Nivesvivat, L. Grans-Samuelsson et al, · 2021
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A note on the identity module in c = 0 c=0 CFTs (2021),
Y. He and H. Saleur, · 2021
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Fusion in the periodic Temperley-Lieb algebra and connectivity operators of loop models (2021),
Y. Ikhlef and A. Morin-Duchesne, · 2021
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