Born-Infeld-Horava gravity
arXiv:1004.0611 · doi:10.1103/PhysRevD.81.104018
Abstract
We define various Born-Infeld gravity theories in 3+1 dimensions which reduce to Horava's model at the quadratic level in small curvature expansion. In their exact forms, our actions provide z->(infinity) extensions of Horava's gravity, but when small curvature expansion is used, they reproduce finite z models, including some half-integer ones.
7 pages, typo corrected, matches the published version
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- Infrared lessons for ultraviolet gravity: the case of massive gravity and Born-Infeld
- Born-Infeld Determinantal gravity and the taming of the conical singularity in 3-dimensional spacetime
- Charged Black Holes in New Massive Gravity
- Some exact solutions of all f(Ricci) theories in three dimensions
- All Bulk and Boundary Unitary Cubic Curvature Theories in Three Dimensions
- Born-Infeld Gravity with a Massless Graviton in Four Dimensions
- On Born-Infeld Gravity in Three Dimensions
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- Cascading dust inflation in Born-Infeld gravity
- Homogeneous vacua of (generalized) new massive gravity
- An analysis of Born-Infeld determinantal gravity in Weitzenbock spacetime
- Primordial brusque bounce in Born-Infeld determinantal gravity
- Nonsingular black holes in Palatini extensions of General Relativity
- The regular cosmic string in Born-Infeld gravity