2010

The IR stability of de Sitter: Loop corrections to scalar propagators

Marolf, Donald, Morrison, Ian A.

Understand

We compute 1-loop corrections to Lorentz-signature de Sitter-invariant 2-point functions defined by the interacting Euclidean vacuum for massive scalar quantum fields with cubic and quartic interactions.

  • Our results apply to all masses for which the free Euclidean de Sitter vacuum is well-defined, including values in both the complimentary and the principal series of SO(D,1).
  • In dimensions where the interactions are renormalizeable we provide absolutely convergent integral representations of the corrections.
  • These representations suffice to analytically extract the leading behavior of the 2-point functions at large separations and may also be used for numerical computations.

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