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The logarithmic conformal field theory describing critical percolation is further explored using Watts' determination of the probability that there exists a cluster connecting both horizontal and vertical edges.
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P Di Francesco, P Mathieu, and D Sénéchal · 1997
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Logarithmic Operators and Dynamical Extension of the Symmetry Group in the Bosonic S U ( 2 ) 0 SU\left(2\right)_{0} and SUSY S U ( 2 ) 2 SU\left(2\right)_{2} WZNW Models
J Caux, I Kogan, A Lewis, and A Tsvelik · 1997
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Indecomposable Representations of Special Linear Lie Superalgebras
J Germoni · 1998
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Percolation
G Grimmett · 1999
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M Gaberdiel and H Kausch · 1999
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Conformal Transformations and the SLE Partition Function Martingale
M Bauer and D Bernard · 2004
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Tilting Modules for Lie Superalgebras
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The G L ( 1 ∣ 1 ) GL\left(1\mid 1\right) WZW Model: From Supergeometry to Logarithmic CFT
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Modular Group Representations and Fusion in Logarithmic Conformal Field Theories and in the Quantum Group Center
B Feigin, A Gainutdinov, A Semikhatov, and I Yu Tipunin · 2006
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Boundary Structure Constants for the A-Series Virasoro Minimal Models
I Runkel · 1999
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Lectures on Modules and Rings
T-Y Lam · 1999
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Scaling Limits of Loop-Erased Random Walks and Uniform Spanning Trees
O Schramm · 2000
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Critical Percolation in the Plane: Conformal Invariance, Cardy’s Formula, Scaling Limits
S Smirnov · 2001
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Values of Brownian Intersection Exponents, I: Half-Plane Exponents
G Lawler, O Schramm, and W Werner · 2001
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Logarithmic Currents in the S U ( 2 ) 0 SU\left(2\right)_{0} WZNW Model
A Nichols · 2001
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Logarithmic Extensions of Minimal Models: Characters and Modular Transformations
B Feigin, A Gainutdinov, A Semikhatov, and I Yu Tipunin · 2006
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Logarithmic Minimal Models
P Pearce, J Rasmussen, and J-B Zuber · 2006
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Virasoro Representations and Fusion for General Augmented Minimal Models
H Eberle and M Flohr · 2006
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Excursion Decompositions for SLE and Watts’ Crossing Formula
J Dubédat · 2006
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From Percolation to Logarithmic Conformal Field Theory
P Mathieu and D Ridout · 2007
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The Extended Algebra of the Minimal Models
P Mathieu and D Ridout · 2007
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On the S U ( 2 ∣ 1 ) SU\left(2\mid 1\right) WZW Model and its Statistical Mechanics Applications
H Saleur and V Schomerus · 2007
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Associative-Algebraic Approach to Logarithmic Conformal Field Theories
N Read and H Saleur · 2007
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Fusion Algebra of Critical Percolation
J Rasmussen and P Pearce · 2007
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Branes in the G L ( 1 ∣ 1 ) GL\left(1\mid 1\right) WZNW Model
T Creutzig, T Quella, and V Schomerus · 2008
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Logarithmic M ( 2 , p ) M\left(2,p\right) Minimal Models, their Logarithmic Couplings, and Duality
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