B-modes and the sound speed of primordial fluctuations
Gonzalo A. Palma, Alex Soto

TL;DR
This paper explores how measurements of B-modes in the cosmic microwave background can provide additional constraints on the sound speed of primordial fluctuations during inflation, especially in non-canonical models, beyond current non-Gaussianity bounds.
Contribution
It analyzes the limitations of using the tensor-to-scalar ratio and spectral index measurements alone to determine the inflationary model's nature, emphasizing the role of additional parameters like spectral index running.
Findings
Confirmation of the consistency relation r = -8 n_t is insufficient to rule out non-canonical models.
Additional parameters such as the spectral index running are necessary to distinguish inflation types.
Heavy degrees of freedom can strengthen constraints on the sound speed.
Abstract
It was recently shown that a large value of the tensor to scalar ratio implies a constraint on the minimum value of the sound speed of primordial curvature perturbations during inflation that is stronger than current bounds coming from non-Gaussianity measurements. Here we consider additional aspects related to the measurement of B-modes that may provide additional leverage to constrain the sound speed parametrizing non-canonical models of inflation. We find that a confirmation of the consistency relation between the tensor to scalar ratio and the tensor spectral index is not enough to rule out non-canonical models of inflation with a sound speed different from unity. To determine whether inflation was canonical or not, one requires knowledge of additional parameters, such as the running of the spectral index of scalar perturbations . We…
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