Towards a gravity dual of the unitary Fermi gas
arXiv:1111.1082 · doi:10.1103/PhysRevD.85.106001
Abstract
Inspired by the method of null dimensional reduction and by the holographic correspondence between Vasiliev's higher-spin gravity and the critical O(N) model, a bulk dual of the unitary and the ideal non-relativistic Fermi gases is proposed.
5 pages; references and comments added, version accepted for publication in Phys.Rev.D
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- Critical Models in Dimensions
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- Fluid Dynamics and Viscosity in Strongly Correlated Fluids
- TASI Lectures on the Higher Spin - CFT duality
- Comments on higher-spin holography
- Finite-temperature equation of state of polarized fermions at unitarity
- The Exact Renormalization Group and Higher-spin Holography
- Embedding nonrelativistic physics inside a gravitational wave
- Zero-temperature equation of state of mass-imbalanced resonant Fermi gases
- String-Theory-Based Predictions for Nonhydrodynamic Collective Modes in Strongly Interacting Fermi Gases
- Critical solutions in topologically gauged N=8 CFTs in three dimensions
- The Shear Viscosity in an Anisotropic Unitary Fermi Gas
- Critical scaling in the large- model in higher dimensions and its possible connection to quantum gravity
- On (Un)Broken Higher-Spin Symmetry in Vector Models
- Operator spectrum of nonrelativistic CFTs at large charge
- Viscosity spectral function of a scale invariant non-relativistic fluid from holography
- Higher spin holography with Galilean symmetry in general dimensions
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- Convexity, large charge and the large-N phase diagram of the theory