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For site percolation on the triangular lattice, we define two lattice fields that form a logarithmic pair in the sense of conformal field theory.
Logarithmic operators in conformal field theory
V. Gurarie · 1993
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Critical percolation in the plane: conformal invariance, Cardy’s formula, scaling limits
Stanislav Smirnov · 2001
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Critical exponents for two-dimensional percolation
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Two-dimensional critical percolation: the full scaling limit
Federico Camia and Charles M. Newman · 2006
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Critical percolation exploration path and SLE 6 {\rm SLE}_{6} : a proof of convergence
Federico Camia and Charles M. Newman · 2007
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SLE 6 {\rm SLE}_{6} and CLE 6 {\rm CLE}_{6} from critical percolation
Federico Camia and Charles M. Newman · 2008
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Logarithmic observables in critical percolation
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Conformal invariance of CLE κ {\rm CLE}_{\kappa} on the Riemann sphere for κ ∈ ( 4 , 8 ) \kappa\in(4,8)
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Federico Camia and Yu Feng · 2024
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