2019
DOI: 10.1007/jhep10(2019)096
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Graviton propagator in a 2-parameter family of de Sitter breaking gauges

Abstract: We formulate the graviton propagator on de Sitter background in a 2parameter family of simple gauges which break de Sitter invariance. Explicit results are derived for the first order perturbations in each parameter. These results should be useful in computations to check for gauge dependence of graviton loop corrections.

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Cited by 16 publications
(17 citation statements)
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“…The new technique was implemented at one loop order for quantum gravitational corrections to a massless scalar on flat space background to derive a result which is indpendent of the gauge parameters α and β [49]. The same technique has just been applied to quantum gravitational corrections to electrodynamics on flat space background [51], and strenuous efforts are underway to generalize it to de Sitter background [52]. The two flat space exercises demonstrate that gauge independent results typically show the same spacetime dependence as in a fixed gauge, but with different numerical coefficients.…”
Section: Epiloguementioning
confidence: 99%
“…The new technique was implemented at one loop order for quantum gravitational corrections to a massless scalar on flat space background to derive a result which is indpendent of the gauge parameters α and β [49]. The same technique has just been applied to quantum gravitational corrections to electrodynamics on flat space background [51], and strenuous efforts are underway to generalize it to de Sitter background [52]. The two flat space exercises demonstrate that gauge independent results typically show the same spacetime dependence as in a fixed gauge, but with different numerical coefficients.…”
Section: Epiloguementioning
confidence: 99%
“…Then we will apply the Donoghue construction in the simple gauge [25,26] to work out reliable coefficient for the large logarithms. To explicitly demonstrate gauge independence, we plan to re-do the entire analysis in a 2-parameter family of generalizations to the simple gauge propagator [38].…”
Section: Introductionmentioning
confidence: 99%
“…When the vacuum polarization is computed in a much more complicated, 1-parameter family of gauges [26], one finds the same time dependence for the photon field strength, but with a different numerical coefficient [27], signaling a slight gauge dependence which must be eliminated to infer reliable results. First order corrections to the graviton propagator in the de Sitter generalization of the gauge (1.2) have been derived recently [28]. This should facilitate extending the current work to de Sitter background.…”
Section: Discussionmentioning
confidence: 71%