## 32 Citations

CONFORMAL KILLING-YANO TENSOR AND KERR-NUT-DE SITTER SPACETIME UNIQUENESS

- Mathematics
- 2008

This paper gives a brief review of recent results on higher dimensional black hole solutions. It is shown that the D-dimensional Kerr-NUT-de Sitter spacetime constructed by Chen-Lu-Pope is the only…

NOTES ON FIVE-DIMENSIONAL KERR BLACK HOLES

- Physics
- 2006

The geometry of five-dimensional Kerr black holes is discussed based on geodesics and Weyl curvatures. Kerr-Star space, Star-Kerr space and Kruskal space are naturally introduced by using special…

Rotating black holes in higher dimensions with a cosmological constant.

- Mathematics, PhysicsPhysical review letters
- 2004

The metric for a rotating black hole with a cosmological constant and with arbitrary angular momenta in all higher dimensions is presented and smooth compact Einstein spaces on associated S(D-2) bundles over S2 are obtained.

Hidden symmetries of higher-dimensional rotating black holes.

- PhysicsPhysical review letters
- 2007

We demonstrate that the rotating black holes in an arbitrary number of dimensions and without any restrictions on their rotation parameters possess the same hidden symmetry as the four-dimensional…

On uniqueness of charged Kerr–AdS black holes in five dimensions

- Physics
- 2004

We show that the solutions describing charged rotating black holes in five-dimensional-gauged supergravities found recently by Cvetič, Lü and Pope (2004 Charged Kerr–de Sitter black holes in five…

Generalized area law under multiparameter rotating black hole spacetime

- Physics
- 2006

We study the statistical mechanics of quantum scalar fields under multiparameter rotating black hole spacetime in arbitrary D dimensions. The method of analysis is general because the metric does not…

Kerr–NUT–de Sitter curvature in all dimensions

- Physics
- 2007

We explicitly calculate the Riemannian curvature of D-dimensional metrics recently discussed by Chen, Lü and Pope. We find that it can be concisely written by using a single function. The Einstein…

## References

SHOWING 1-10 OF 12 REFERENCES

New Infinite Series of Einstein Metrics on Sphere Bundles from AdS Black Holes

- Mathematics, Physics
- 2004

Abstract.A new infinite series of Einstein metrics is constructed explicitly on S2×S3, and the non-trivial S3-bundle over S2, containing infinite numbers of inhomogeneous ones. They appear as a…

A New infinite class of Sasaki-Einstein manifolds

- Mathematics
- 2004

We show that for every positive curvature Kahler-Einstein manifold in dimension 2n there is a countably infinite class of associated Sasaki-Einstein manifolds X_{2n+3} in dimension 2n+3. When n=1 we…

Sasaki-Einstein Metrics on S^2 x S^3

- Mathematics, Physics
- 2004

We present a countably infinite number of new explicit co-homogeneity one Sasaki-Einstein metrics on S^2 x S^3, in both the quasi-regular and irregular classes. These give rise to new solutions of…

Rotation and the AdS/CFT correspondence

- Physics
- 1998

In asymptotically flat space a rotating black hole cannot be in thermodynamic equilibrium because the thermal radiation would have to be co-rotating faster than light far from the black hole. However…

Properties of some five dimensional Einstein metrics

- Mathematics
- 2004

The volumes, spectra and geodesics of a recently constructed infinite family of five-dimensional inhomogeneous Einstein metrics on the two $S^3$ bundles over $S^2$ are examined. The metrics are in…