Using recent bounds on light, memory-burdened primordial black holes, this paper derives new upper limits on the curvature power spectrum, roughly P_R < 10^-1.7, for wavenumbers 4.5e18 to 1.8e21 Mpc^-1.
Investigating dark matter substructure with pulsar timing: II. Improved limits on small-scale cosmology
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abstract
Ultracompact Minihalos (UCMHs) have been proposed as a type of dark matter sub-structure seeded by large-amplitude primordial perturbations and topological defects. UCMHs are expected to survive to the present era, allowing constraints to be placed on their cosmic abundance using observations within our own Galaxy. Constraints on their number density can be linked to conditions in the early universe that impact structure formation, such as increased primordial power on small scales, generic weak non-Gaussianity, and the presence of cosmic strings. We use new constraints on the abundance of UCMHs from pulsar timing to place generalised limits on the parameters of each of these cosmological scenarios. At some scales, the limits are the strongest to date, exceeding those from dark matter annihilation. Our new limits have the added advantage of being independent of the particle nature of dark matter, as they are based only on gravitational effects.
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2024 1verdicts
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Constraints on the primordial curvature power spectrum at small scales between $3\times 10^{18}$ and $4.5\times 10^{21}~\rm Mpc^{-1}$
Using recent bounds on light, memory-burdened primordial black holes, this paper derives new upper limits on the curvature power spectrum, roughly P_R < 10^-1.7, for wavenumbers 4.5e18 to 1.8e21 Mpc^-1.