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The interest in Logarithmic Conformal Field Theories (LCFTs) has been growing over the last few years thanks to recent developments coming from various approaches.
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G. Götz, T. Quella and V. Schomerus, The WZNW model on PSU ( 1 , 1 | 2 ) (1,1|2)
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P.P. Martin and D. Woodcock, On quantum spin-chain spectra and the structure of Hecke algebras and q-groups at roots of unity
1998
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1999
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1999
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V. Gurarie, c-Theorem for Disordered Systems
1999
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S. Donkin, The q-Schur algebra
1999
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I.A. Gruzberg, N. Read, A.W.W. Ludwig, Random-bond Ising model in two dimensions: The Nishimori line and supersymmetry
2001
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J. Rasmussen and P. Pearce, Fusion Algebras of Logarithmic Minimal Models
2007
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B.L. Feigin, A.M. Gainutdinov, A.M. Semikhatov, and I.Yu. Tipunin, Kazhdan–Lusztig-dual quantum group for logarithmic extensions of Virasoro minimal models
2007
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P. Mathieu and D. Ridout, Logarithmic M(2,p) Minimal Models, their Logarithmic Couplings, and Duality
2008
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J.L. Jacobsen and H. Saleur, Conformal boundary loop models
2008
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K. Kytölä and D. Ridout, On Staggered Indecomposable Virasoro Modules
2009
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P.V. Bushlanov, B.L. Feigin, A.M. Gainutdinov, I.Yu. Tipunin, Lusztig limit of quantum s ℓ ( 2 ) s\ell(2) at root of unity and fusion of ( 1 , p ) (1,p) Virasoro logarithmic minimal models
2009
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J. Dubail, J.L. Jacobsen and H. Saleur, Conformal field theory at central charge c=0: A measure of the indecomposability (b) parameters
2010
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J. Rasmussen, Classification of Kac representations in the logarithmic minimal models ℒ ℳ ( 1 , p ) \mathcal{LM}(1,p)
2011
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R. Vasseur, J.L. Jacobsen and H. Saleur, Indecomposability parameters in chiral Logarithmic Conformal Field Theory
2011
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A. Morin-Duchesne and Y. Saint-Aubin, The Jordan structure of two-dimensional loop models
2011
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P.V. Bushlanov, A.M. Gainutdinov, I.Yu. Tipunin, Kazhdan-Lusztig equivalence and fusion of Kac modules in Virasoro logarithmic models
2012
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