paper

Entanglement entropy of -vacua in de Sitter space

arXiv:1404.6815 · doi:10.1007/JHEP07(2014)072

Abstract

We consider the entanglement entropy of a free massive scalar field in the one parameter family of -vacua in de Sitter space by using a method developed by Maldacena and Pimentel. An -vacuum can be thought of as a state filled with particles from the point of view of the Bunch-Davies vacuum. Of all the -vacua we find that the entanglement entropy takes the minimal value in the Bunch-Davies solution. We also calculate the asymptotic value of the Rényi entropy and find that it increases as increases. We argue these feature stem from pair condensation within the non-trivial -vacua where the pairs have an intrinsic quantum correlation.

23 pages, 6 figures. Two figures and references added

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