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2013

n-DBI gravity, maximal slicing and the Kerr geometry

Coelho, Flavio S., Herdeiro, Carlos, Wang, Mengjie

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Recently, in arXiv:1110.0832, we have established that solutions of Einstein's gravity admitting foliations with a certain geometric condition are also solutions of n-DBI gravity, arXiv:1109.1468.

Here we observe that, in vacuum, the required geometric condition is fulfilled by the well known maximal slicing, often used in numerical relativity.
As a corollary, we establish that the Kerr geometry is a solution of n-DBI gravity in the foliation adapted to Boyer-Lindquist coordinates.

n-DBI gravity, maximal slicing and the Kerr geometry · Around

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