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International Journal of Modern Physics A, 1989
The physical subspace of the SL (2, R) current algebra based model of induced 2d gravity is investigated. Using an appropriate ground state, an equation guaranteeing the non-negativity of this subspace is derived using a BRS analysis. In case of the ground state allowing the derivation of simple differential equations for the correlation functions the
Z. HORVÁTH, L. PALLA, P. VECSERNYÉS
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The physical subspace of the SL (2, R) current algebra based model of induced 2d gravity is investigated. Using an appropriate ground state, an equation guaranteeing the non-negativity of this subspace is derived using a BRS analysis. In case of the ground state allowing the derivation of simple differential equations for the correlation functions the
Z. HORVÁTH, L. PALLA, P. VECSERNYÉS
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PERTURBATIVE FINITENESS OF 2D INDUCED QUANTUM GRAVITY
Modern Physics Letters A, 1992The divergences structure of the local 2D induced quantum gravity in the generally covariant gauge of the general type is considered. It is shown that for the particular choice of this gauge the effective action is perturbatively finite. This fact is in full agreement with the fact that the theory is exactly solvable.
Odintsov, S. D., Shapiro, I. L.
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FIRST ORDER, 2D, EINSTEIN GRAVITIES
International Journal of Modern Physics D, 1996The Palatini variational method breaks down in 2D: First order forms of the Einstein action do not fix the affinity completely, as they possess an additional, Weyl, invariance absent in the second order versions.
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1991
To any finite order in perturbation theory, one does not see any of the interesting nonperturbative properties of gauge theories, such as confinement, tunneling, formation of strings, etc. As a consequence, two approximations have been developed, large N methods and lattice gauge theory, to analyze gauge theories in the nonperturbative regime. However,
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To any finite order in perturbation theory, one does not see any of the interesting nonperturbative properties of gauge theories, such as confinement, tunneling, formation of strings, etc. As a consequence, two approximations have been developed, large N methods and lattice gauge theory, to analyze gauge theories in the nonperturbative regime. However,
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Solvable models of quantum black holes: a review on Jackiw–Teitelboim gravity
Living Reviews in Relativity, 2023, Gustavo Joaquin Turiaci
exaly
Minimal Length Scale Scenarios for Quantum Gravity
Living Reviews in Relativity, 2013Sabine Hossenfelder
exaly