Title of article :
Causal boundaries and holography on wave type spacetimes Original Research Article
Author/Authors :
M. S?nchez، نويسنده ,
Issue Information :
روزنامه با شماره پیاپی سال 2009
Abstract :
The notion of causal boundary of a spacetime has been a controversial topic during the last three decades. Moreover, recently the role of the boundary in the AdS/CFT correspondence for plane waves, have stimulated its redefinition with some possible alternatives.
Our aim is threefold. First, to review the different classical approaches to boundaries of spacetimes, emphasizing their drawbacks and the progressive redefinitions of the c-boundary. Second, to explain how plane waves and AdS/CFT correspondence come into play, stressing the role of the c-boundary as the holographic boundary in this correspondence. And, third, to discuss the present-day status of the c-boundary, making clear the arguments of a definitive proposal.
Keywords :
Penrose limit , AdS/CFT , Causal boundary , Berenstein , Geroch , Maldacena and Nastase correspondence , Kronheimer and Penrose (GKP) precompletion , Budic and Sachs boundary , Conformal boundary , Future chronological boundary , Harris universal properties , Marolf and Ross pairs , Szabados relation , Flores chronological completion , Causal structure , pppp-waves , MpMp-waves , Plane wave string backgrounds
Journal title :
Nonlinear Analysis Theory, Methods & Applications
Journal title :
Nonlinear Analysis Theory, Methods & Applications