A Master Action for D=11 Supergravity in the Component Formulation
arXiv:1606.08171
Abstract
We give a solution to the classical master equation of D=11 supergravity in the conventional component formulation. Based on a careful investigation of the symmetry algebra including terms proportional to the equation of motion, we construct an explicit expression of the master action in an order-by-order manner.
arXiv comment27 pages, references added
References in corpus (13)
- Local BRST cohomology in gauge theories
- The Ultraviolet Behavior of N=8 Supergravity at Four Loops
- Simplifying Multiloop Integrands and Ultraviolet Divergences of Gauge Theory and Gravity Amplitudes
- Manifest Ultraviolet Behavior for the Three-Loop Four-Point Amplitude of N=8 Supergravity
- GAMMA: A Mathematica package for performing gamma-matrix algebra and Fierz transformations in arbitrary dimensions
- E{7(7)} Symmetry and Finiteness of N=8 Supergravity
- Progress on Ultraviolet Finiteness of Supergravity
- Supervertices and Non-renormalization Conditions in Maximal Supergravity Theories
- On the uniqueness of D=11 interactions among a graviton, a massless gravitino and a three-form. I: Pauli-Fierz and three-form
- On the uniqueness of D=11 interactions among a graviton, a massless gravitino and a three-form. II: Three-form and gravitini
- Pure spinor indications of ultraviolet finiteness in D=4 maximal supergravity
- BRST-antifield Quantization: a Short Review
- On the uniqueness of D=11 interactions among a graviton, a massless gravitino and a three-form. IV: Putting things together