Schrodinger Holography for z<2

Abstract

We investigate holography for asymptotically Schrodinger spacetimes, using a frame formalism. Our dictionary is based on the anisotropic scaling symmetry. We consider z <2, where the holographic dictionary is cleaner; we make some comments on z=2. We propose a definition of asymptotically locally Schrodinger spacetime where the leading components of the frame fields provide suitable geometric boundary data. We show that an asymptotic expansion exists for generic boundary data satisfying our boundary conditions for z<2.

34 pages, no figures. v2: corrected typos, improved explanation on some technical points, to be published in CQG

References in corpus (11)

• Toward an AdS/cold atoms correspondence: a geometric realization of the Schroedinger symmetry
• Gravity duals for non-relativistic CFTs
• Nonrelativistic conformal field theories
• Holographic stress tensor for non-relativistic theories
• AdS/CFT correspondence and Geometry
• Holography for Schrodinger backgrounds
• Holographic renormalization as a canonical transformation
• Lifshitz holography: The whole shebang
• Holography for chiral scale-invariant models
• Generalized dilatation operator method for non-relativistic holography
• Correlation functions for Schrödinger backgrounds

Cited by in corpus (2)

• Lifshitz Space-Times for Schroedinger Holography
• Schrödinger Holography with $z=2$