DGP Specteroscopy

By C. Charmousis, R. Gregory, N. Kaloper, Antonio Padilla. 2006

146 citations recorded by the source corpus.

We systematically explore the spectrum of gravitational perturbations in codimension-1 DGP braneworlds, and find a 4D ghost on the self-accelerating branch of solutions. The ghost appears for any value of the brane tension, although depending on the sign of the tension it is either the helicity-0 component of the lightest localized massive tensor of mass 0 < m < 2H for positive tension, the scalar ‘radion’ for negative tension, or their admixture for vanishing tension. Because the ghost is gravitationally coupled to the brane-localized matter, the self-accelerating solutions are not a reliable benchmark for cosmic acceleration driven by gravity modified in the IR. In contrast, the normal branch of solutions is ghost-free, and so these solutions are perturbatively safe at large distance scales. We further find that when the Z2 orbifold symmetry is broken, new tachyonic instabilities, which are much milder than the ghosts, appear on the self-accelerating branch. Finally, using exact gravitational shock waves we analyze what happens if we relax boundary conditions at infinity. We find that non-normalizable bulk modes, if interpreted as 4D phenomena, may open the door to new ghost-like excitations.

Subfields: Astronomy and Astrophysics, Epidemiology, Nuclear and High Energy Physics

View Paper: https://www.semanticscholar.org/paper/41b5822ed8de9ba5f87d196752df171f5501a85a

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The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

In Astronomy and Astrophysics

  1. K. Koyama
  2. Lavinia Heisenberg
  3. Claudia de Rham
  4. Pedro G. Ferreira
  5. Antonio Padilla
  6. T. Clifton
  7. C. Skordis
  8. R. Maartens

In Epidemiology

  1. R. Maartens
  2. K. Koyama

In Nuclear and High Energy Physics

  1. Lavinia Heisenberg
  2. K. Koyama
  3. Claudia de Rham
  4. Pedro G. Ferreira
  5. Antonio Padilla
  6. T. Clifton
  7. C. Skordis
  8. R. Maartens

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