Aspects of Exactly Solvable Quantum-Corrected 2D Dilaton Gravity Theories
Adel Bilal
TL;DR
This paper reviews exactly solvable quantum-corrected 2D dilaton gravity theories, exploring supersymmetric extensions, canonical formalism, energy theorems, and mass definitions, providing a comprehensive overview of their theoretical properties.
Contribution
It offers a detailed review of quantum-corrected 2D dilaton gravity, including new insights into supersymmetric extensions and energy theorems, expanding understanding of these solvable models.
Findings
Supersymmetric extensions of the models are constructed.
A positive energy theorem is established for these theories.
The canonical formalism and mass definitions are clarified.
Abstract
After reviewing the basic aspects of the exactly solvable quantum-corrected dilaton-gravity theories in two dimensions, we discuss a (subjective) selection of other aspects: a) supersymmetric extensions, b) canonical formalism, ADM-mass, and the functional integral measure, and c) a positive energy theorem and its application to the ADM- and Bondi-masses.
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