Pages that link to "Item:Q1841444"

The following pages link to Logarithmic operators in the SL\((2,\mathbb{R})\) WZNW model (Q1841444):

Displaying 22 items.

• On spectral flow symmetry and Knizhnik-Zamolodchikov equation (Q451937) (← links)
• The Neveu-Schwarz and Ramond algebras of logarithmic superconformal field theory (Q648797) (← links)
• Extended multiplet structure in logarithmic conformal field theories (Q648820) (← links)
• Logarithmic operators and dynamical extension of the symmetry group in the bosonic SU(2)\(_0\) and SUSY SU(2)\(_2\) WZNW models (Q674540) (← links)
• Four point functions in the \(\mathrm{SL}(2,\mathbb R)\) WZW model (Q712998) (← links)
• Zamolodchikov operator-valued relations for \(\text{SL}(2,\mathbb R)_{k}\) WZNW model (Q874467) (← links)
• The \(O(n)\) model in the \(n\rightarrow 0\) limit (self-avoiding-walks) and logarithmic conformal field theory (Q874599) (← links)
• Affine Jordan cells, logarithmic correlators, and Hamiltonian reduction (Q877357) (← links)
• Operator product expansion in logarithmic conformal field theory (Q1602334) (← links)
• The \(\overline{\text{su}}(2)_{-1/2}\) WZW model and the \(\beta\gamma\) system (Q1847521) (← links)
• Note on Z2 symmetries of the Knizhnik-Zamolodchikov equation (Q3442166) (← links)
• ON FACTORIZATION CONSTRAINTS FOR BRANES IN THE ${\rm H}_3^+$ MODEL (Q3619652) (← links)
• BITS AND PIECES IN LOGARITHMIC CONFORMAL FIELD THEORY (Q4458080) (← links)
• DISORDERED SYSTEMS AND LOGARITHMIC CONFORMAL FIELD THEORY (Q4458085) (← links)
• STRESS ENERGY TENSOR IN LCFT AND LOGARITHMIC SUGAWARA CONSTRUCTION (Q4458087) (← links)
• BITS AND PIECES IN LOGARITHMIC CONFORMAL FIELD THEORY (Q4470426) (← links)
• <font>SU</font>(2)₀ AND <font>OSp</font>(2|2)_-2 WZNW MODELS: TWO CURRENT ALGEBRAS, ONE LOGARITHMIC CFT (Q4808308) (← links)
• LIOUVILLE THEORY AND LOGARITHMIC SOLUTIONS TO KNIZHNIK–ZAMOLODCHIKOV EQUATION (Q5695076) (← links)
• Free field approach to string theory on \(\text{AdS}_3\) (Q5933165) (← links)
• Legendre's relation and the quantum equivalence osp\((4|4)_1 = \text{osp}(2|2)_{-2} \oplus su(2)_0\) (Q5936844) (← links)
• Logarithmic currents in the \(SU(2)_0\) WZNW model (Q5942971) (← links)
• Fusion rules and logarithmic representations of a WZW model at fractional level (Q5949826) (← links)