On the existence of meta-stable vacua in Klebanov-Strassler

By I. Bena, M. Graña, Nick Halmagyi. 2009

236 citations recorded by the source corpus.

We solve for the complete space of linearized deformations of the Klebanov-Strassler background consistent with the symmetries preserved by a stack of anti-D3 branes smeared on the S3 of the deformed conifold. We find that the only solution whose UV physics is consistent with that of a perturbation produced by anti-D3 branes must have a singularity in the infrared, coming from NS and RR three-form field strengths whose energy density diverges. If this singularity is admissible, our solution describes the backreaction of the anti-D3 branes, and is thus likely to be dual to the conjectured metastable vacuum in the Klebanov-Strassler field theory. If this singularity is not admissible, then our analysis strongly suggests that anti-D3 branes do not give rise to metastable Klebanov-Strassler vacua, which would have dramatic consequences for some string theory constructions of de Sitter space. Key to this result is a simple, universal form for the force on a probe D3-brane in our ansatz.

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

View Paper: https://www.semanticscholar.org/paper/09b800f3a0d5718ce4a4b6ec26d2fd5d65807b58

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In Astronomy and Astrophysics

  1. Eran Palti
  2. Liam McAllister
  3. D. Baumann
  4. F. Quevedo
  5. C. Burgess
  6. M. Cicoli
  7. Anshuman Maharana
  8. Andrei Linde

In Mathematical Physics

  1. F. Quevedo
  2. Eran Palti
  3. M. Cicoli
  4. S. Kachru
  5. I. Klebanov
  6. Anatoly Dymarsky
  7. C. Burgess
  8. Phil Saad

In Nuclear and High Energy Physics

  1. Eran Palti
  2. Liam McAllister
  3. D. Baumann
  4. Anshuman Maharana
  5. F. Quevedo
  6. M. Cicoli
  7. R. Kallosh
  8. Andrei Linde

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