Exact solutions to the first-order perturbation problem in a de Sitter background

Physics

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Scientific paper

We study field perturbations in a de Sitter background described by
static coordinates. Using Wald's method we obtain a pair of equations
for the Debye potentials corresponding to these field perturbations.
These equations are solved exactly, thus solving the linearized
perturbation problem in a de Sitter background.

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