“School of Particles And Accelerator”

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Paper   IPM / Particles And Accelerator / 17239
School of Particles and Accelerator
  Title:   Complexity and Multi-boundary Wormholes in 2 + 1 dimensions
  Author(s):  Hamed Zolfi
  Status:   Published
  Journal: JHEP
  Vol.:  04
  Year:  2023
  Pages:   14
  Supported by:  IPM
Three dimensional wormholes are global solutions of Einstein-Hilbert action. These space-times which are quotients of a part of global AdS3 have multiple asymptotic regions, each with conformal boundary S1Ã??R, and separated from each other by horizons. Each outer region is isometric to BTZ black hole, and behind the horizons, there is a complicated topology. The main virtue of these geometries is that they are dual to known CFT states. In this paper, we evaluate the full time dependence of holographic complexity for the simplest case of 2+1 dimensional Lorentzian wormhole spacetime, which has three asymptotic AdS boundaries, using the complexity equals volume (CV) conjecture. We conclude that the growth of complexity is non-linear and saturates at late times.

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