The Kerr Spacetime: Rotating Black Holes in General Relativity

Cambridge University Press, 1/22/2009
EAN 9780521885126, ISBN10: 0521885124

Hardcover, 378 pages, 25.3 x 18 x 2.2 cm
Language: English

Rotating black holes, as described by the Kerr space-time, are the key to understanding the most violent and energetic phenomena in the Universe, from the core collapse of massive supernova explosions producing powerful bursts of gamma rays, to supermassive black hole engines that power quasars and other active galactic nuclei. This book is a unique, comprehensive overview of the Kerr space-time, with original contributions and historical accounts from researchers who have pioneered the theory and observation of black holes, and Roy Kerr's own description of his 1963 discovery. It covers all aspects of rotating black holes, from mathematical relativity to astrophysical applications and observations, and current theoretical frontiers. This book provides an excellent introduction and survey of the Kerr space-time for researchers and graduate students across the spectrum of observational and theoretical astrophysics, general relativity, and high-energy physics.

List of illustrations
Contributors
Foreword
Part I. General Relativity
Classical Studies of the Kerr Geometry
1. The Kerr spacetime
a brief introduction Matt Visser
2. The Kerr and Kerr-Schild metrics Roy P. Kerr
3. Roy Kerr and twistor theory Roger Penrose
4. Global and local problems solved by the Kerr metric Brandon Carter
5. Four decades of black hole uniqueness theorems David C. Robinson
6. Ray-traced visualisations Benjamin R. Lewis, Susan M. Scott
Part II. Astrophysics
The Ongoing Observational Revolution
7. The ergosphere and dyadosphere of the Kerr black hole Remo Ruffini
8. Supermassive Black Holes Fulvio Melia
9. The X-ray spectra of accreting Kerr black holes Andrew C. Fabian, Giovanni Miniutti
10. Cosmological flashes from rotating black holes Maurice H.P.M. van Putten
Part III. Quantum Gravity
Rotating Black Holes at the Theoretical Frontiers
11. Horizon constraints and black hole entropy Steve Carlip
12. Higher dimensional generalizations of the Kerr black hole Gary T. Horowitz
Part IV. Appendices
13. Gravitational field of a spinning mass … Roy P. Kerr
14. Gravitational collapse and rotation Roy P. Kerr
Index.