On the first law of entanglement for Quasi-Topological gravity
arXiv:1710.01553 · doi:10.1007/s10714-018-2426-9
Abstract
The first law of entanglement has been used to obtain the linearized Einstein equations of the holographic dual spacetimes. In the present paper, the first law of entanglement in quasi-topological gravity is explicitly derived by using the Iyer-Wald formalism. In addition, we investigate the extended first law of entanglement for the special case in Quasi-Topological gravity.
18pages, no figures. A reference is added, the extended first law is discussed in section 4
References in corpus (10)
- Towards a derivation of holographic entanglement entropy
- Holographic c-theorems in arbitrary dimensions
- Seeing a c-theorem with holography
- Local phase space and edge modes for diffeomorphism-invariant theories
- Aspects of general higher-order gravities
- Twist operators in higher dimensions
- On entanglement entropy functionals in higher derivative gravity theories
- Holographic Superconductors in Quasi-topological Gravity
- Entanglement entropy for even spheres
- Ryu-Takayanagi Area as an Entanglement Edge Term