Two-Dimensional N=(2,2) Dilaton Supergravity from Graded Poisson-Sigma Models I: Complete Actions and Their Symmetries
arXiv:hep-th/0402138 · doi:10.1140/epjcd/s2004-01-010-2
Abstract
The formalism of graded Poisson-sigma models allows the construction of N=(2,2) dilaton supergravity in terms of a minimal number of fields. For the gauged chiral U(1) symmetry the full action, involving all fermionic contributions, is derived. The twisted chiral case follows by simple redefinition of fields. The equivalence of our approach to the standard second order one in terms of superfields is presented, although for the latter so far only the bosonic part of the action seems to have been available in the literature. It is shown how ungauged models can be obtained in a systematic way and some relations to relevant literature in superstring theory are discussed.
26 p., LaTeX. v3: extended version, new title, new section on ungauged models
References in corpus (9)
- Dimensionally Reduced Gravitational Chern-Simons Term and its Kink
- The Classical Solutions of the Dimensionally Reduced Gravitational Chern-Simons Theory
- Graded Poisson-Sigma Models and Dilaton-Deformed 2D Supergravity Algebra
- Gravity from Lie algebroid morphisms
- The Complete Solution of 2D Superfield Supergravity from graded Poisson-Sigma Models and the Super Pointparticle
- Supersymmetric black holes in 2D dilaton supergravity: baldness and extremality
- Quantization of 2D dilaton supergravity with matter
- Chemistry of Chern-Simons Supergravity: reduction to a BPS kink, oxidation to M-theory and thermodynamical aspects
- Two-Dimensional N=(2,2) Dilaton Supergravity from Graded Poisson-Sigma Models II: Analytic Solution and BPS States