Pages that link to "Item:Q525613"
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The following pages link to Gravity-matter couplings from Liouville theory (Q525613):
Displaying 22 items.
- Nonperturbative model of Liouville gravity (Q678124) (← links)
- Coupling of gravity to matter, spectral action and cosmic topology (Q744415) (← links)
- Three-point function in the minimal Liouville gravity (Q844276) (← links)
- On the Liouville coupling constants. (Q984248) (← links)
- Group theory approach to the \(\tau\)-function and its quantization (Q1568052) (← links)
- Two- and three-point functions in Liouville theory (Q1571337) (← links)
- The multivalued free-field maps of Liouville and Toda gravities (Q1571343) (← links)
- Hidden relation between reflection amplitudes and thermodynamic Bethe ansatz. (Q1572262) (← links)
- Negative screenings in Liouville theory (Q1915090) (← links)
- Quantum group structure and local fields in the algebraic approach to 2D gravity (Q1920659) (← links)
- Solving the strongly coupled 2D gravity. III: String susceptibility and topological \(N\)-point functions (Q1923128) (← links)
- Exactly marginal operators and running coupling constants in two-dimensional gravity. (Q1967299) (← links)
- The many faces of the quantum Liouville exponentials (Q1967598) (← links)
- Beyond \(a=c\): gravitational couplings to matter and the stress tensor OPE (Q2413755) (← links)
- MATTER LAGRANGIANS COUPLED WITH CONNECTIONS (Q3067239) (← links)
- Matter couplings in Hořava–Lifshitz theories and their cosmological applications (Q3098105) (← links)
- Matter coupling to degenerate spacetimes in first order gravity (Q3380541) (← links)
- Brief comments on Jackiw–Teitelboim gravity coupled to Liouville theory (Q4407008) (← links)
- Status of the operator approach to Liouville theory (Q5927076) (← links)
- Quantum group generators in conformal field theory (Q5927208) (← links)
- Free field approach to string theory on \(\text{AdS}_3\) (Q5933165) (← links)
- Negative screenings in conformal field theory and 2D gravity: The braiding matrix. (Q5934777) (← links)
