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- W2949722306 abstract "We consider branes $N=Itimesso$, where $so$ is an $n$ndash dimensional space form, not necessarily compact, in a Schwarzschild-AdS_{(n+2)} bulk $mc N$. The branes have a big crunch singularity. If a brane is an ARW space, then, under certain conditions, there exists a smooth natural transition flow through the singularity to a reflected brane $hat N$, which has a big bang singularity and which can be viewed as a brane in a reflected Schwarzschild-AdS_{(n+2)} bulk $hat{mc N}$. The joint branes $Nuu hat N$ can thus be naturally embedded in $R^2times so$, hence there exists a second possibility of defining a smooth transition from big crunch to big bang by requiring that $Nuuhat N$ forms a $C^infty$-hypersurface in $R^2times so$. This last notion of a smooth transition also applies to branes that are not ARW spaces, allowing a wide range of possible equations of state." @default.
- W2949722306 created "2019-06-27" @default.
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- W2949722306 date "2004-04-13" @default.
- W2949722306 modified "2023-09-23" @default.
- W2949722306 title "Transition from big crunch to big bang in brane cosmology" @default.
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