Conformal extension of the Bunch-Davies state across the de Sitter boundary.
In the setting of the massive Klein-Gordon equation on de Sitter space, we discuss Vasy's asymptotic data at conformal infinity in terms of plane waves. In particular, we derive a short-hand formula for reconstructing solutions from their asymptotic data. Furthermore, we show that the natural Hadamard state induced from future (or past) conformal infinity coincides with the Bunch-Davies state.
Publisher URL: http://arxiv.org/abs/1711.04011
DOI: arXiv:1711.04011v2
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