Generalized curvature and the equations of D=11 supergravity
arXiv:hep-th/0501007 · doi:10.1016/j.physletb.2005.03.045
Abstract
It is known that, for zero fermionic sector, the bosonic equations of Cremmer-Julia-Scherk eleven-dimensional supergravity can be collected in a compact expression which is a condition on the curvature of the generalized connection. Here we peresent the equation which collects all the bosonic equations of D=11 supergravity when the gravitino is nonvanishing.
arXiv comment8 pages, plain latex. A few numerical factors corrected. To appear in Phys. Lett. B
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- AdS4 flux vacua in type II superstrings and their domain-wall solutions
- IIA supergravity and M-theory on manifolds with SU(4) structure
- Foliated eight-manifolds for M-theory compactification
- Aspects of D-brane Dynamics in Supergravity Backgrounds with Fluxes, Kappa-symmetry and Equations of Motion. Part IIB
- Pure Spinors, Free Differential Algebras, and the Supermembrane
- Dirac equation for the supermembrane in a background with fluxes from a component description of the D=11 supergravity-supermembrane interacting system
- Generalized complex geometry of pure backgrounds in ten and eleven dimensions
- A BPHZ convergence proof in Euclidean position space
- Symmetry and holonomy in M Theory