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Talk1 h 16 min

De Sitter Entropy and the Gravitational Path Integral

Manus Visser · CERN

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About

Gibbons and Hawking famously derived the de Sitter horizon entropy from the Euclidean gravitational path integral in the saddle point approximation. In this talk we extend this result in two different ways. First, we compute the entropy of de Sitter black holes from the on-shell Euclidean action, and take their contributions in the gravitational path integral into account using the formalism of constrained instantons. We use this to calculate the pair creation rate of arbitrary mass black holes in de Sitter space. Second, in two-dimensional de Sitter space we show how the generalized entropy can be obtained from an on-shell action for semiclassical dilaton gravity in the microcanonical ensemble. Minimizing the action yields extremizing the generalized entropy, consistent with the island formula. .

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The talk

  1. De Sitter Entropy and the Gravitational Path Integral 2022-04-12 · 1 h 16 min · CERN's player

Credits and licence

Institution
CERN
Department
TH String Theory Seminar
Speaker
Manus Visser
Year
2022
Language
English
Source
CERN
Licence
CERN, as CERN states it. CERN's terms
Attribution
© CERN. CERN provides its audiovisual media free of charge for educational and informational use, credited to CERN; this lecture is shown in CERN's own player.
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