Typed states for the displayed outbound observations.
Source: paper_references, paper_reference_links, observed 2026-08-11T23:27:52.149081Z
Paper Citation Record · LEDGER
As of 12 August 2026, this Paper Citation Record lists 65 of 65 outbound references and 3 inbound Pith citation observations for arXiv:2412.02519.
A citation records a reference. It does not transfer a finding from one paper to another.
Typed states for the displayed outbound observations.
Source: paper_references, paper_reference_links, observed 2026-08-11T23:27:52.149081Z
One-hop event checks from named stored sources.
Source: scholarly_work_events, retraction_status_cache, observed 2026-08-12T06:34:41.77262+00:00
Pith citing papers itemized under the disclosed page cap.
Source: paper_references, paper_reference_links, observed 2026-08-11T23:27:51.866473Z
A source-named dated measurement, never combined with another source.
Source: arxiv_reference, observed 2026-05-19T05:07:04.711820Z
65 of 65 outbound references displayed
External citation measurements
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Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Unresolved cited work
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Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential The Thomas- Fermi regime no longer exists and the soliton is deter- mined by the balance between gravity and the quantum pressure
Reference 2
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Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential (44) We recover the scaling (32)
Reference 3
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Observation 612f70a9-d81c-4926-a93e-f2eea6d72526 · outbound
Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential (33) This bypasses the numerical computation of the soliton profiles and should provide the correct scalings and be- haviors
Reference 4
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Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential (42) Up to factors of order unity, we recover the exact result (30)
Reference 5
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Observation 7d0b41ab-9079-411f-8259-3ab268c4cd65 · outbound
Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential The Waning of the WIMP? A Review of Models, Searches, and Constraints
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Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Unresolved cited work
Reference 7
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Observation 97b27da1-e167-4b65-863f-480347d1c2ef · outbound
Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Unresolved cited work
Reference 8
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Observation c9c7d1be-fe97-43d2-83f5-8ff43986bf46 · outbound
Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Unresolved cited work
Reference 9
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Observation 09507f3f-eefa-48cd-bfa2-c3fbdfe184b9 · outbound
Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Unresolved cited work
Reference 10
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Observation 5bd616a2-15cb-4310-9241-dbd70a3edee5 · outbound
Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Unresolved cited work
Reference 11
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Observation 2b6bbf56-27d7-4aec-aa85-d1cd1260b744 · outbound
Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Unresolved cited work
Reference 12
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Observation e8a3b43c-ce33-4e73-91c5-bef6a52fd815 · outbound
Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential V A 1, we first set the threshold ρc = 500 to a very high value so that the self-interaction potential always takes the form Φ I = λρ
Reference 13
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Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential 9 the case of a small thresh- old, ρc = 0.5
Reference 14
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Observation dd3a0e55-ab80-415d-98b7-e66dfd398bdf · outbound
Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Unresolved cited work
Reference 15
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Observation 65c6a16c-60ff-46e0-8963-5708861eaa73 · outbound
Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Unresolved cited work
Reference 16
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Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Unresolved cited work
Reference 17
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Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential 13 the intermediate case ρc = 80
Reference 18
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Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Supersymmetric Dark Matter
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Observation d85e7ed0-d148-4df0-80ce-425486ef6f9c · outbound
Reference 20
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Observation 6fb34651-2d32-4584-8089-040638407894 · outbound
Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Steigman and M
Reference 21
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Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Direct Detection of WIMP Dark Matter: Concepts and Status
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Observation 8d89f073-5f25-40bf-8af1-8da8b2834d20 · outbound
Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Indirect Detection of WIMP Dark Matter: a compact review
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Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Phase transitions between dilute and dense axion stars
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Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Cold dark matter: controversies on small scales
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Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Small scale problems of the $\Lambda$CDM model: a short review
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Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Shedding light on the small-scale crisis with CMB spectral distortions
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Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential The landscape of QCD axion models
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Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Cold and Fuzzy Dark Matter
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Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential
Reference 30
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Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Ultralight scalars as cosmological dark matter
Reference 31
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Observation 679d078c-4fd7-4630-8c16-a20574ba5400 · outbound
Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Goodman, New Astron
Reference 32
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Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Scalar Field as Dark Matter in the Universe
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Observation 3e3da519-b6bc-4626-a859-fece8ea7a293 · outbound
Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Cosmic Structure as the Quantum Interference of a Coherent Dark Wave
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Observation ed95aab5-fc59-49fb-ad93-18a4c565b923 · outbound
Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Ultra-Light Dark Matter
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Observation a05be3e3-14e8-4958-99b7-c21ac037d423 · outbound
Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Cosmological Constraints on Bose-Einstein-Condensed Scalar Field Dark Matter
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Observation 374dfa97-e720-4191-8a14-703017135f83 · outbound
Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Unresolved cited work
Reference 37
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Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Do Dark Matter Axions Form a Condensate with Long-Range Correlation?
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Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Bose-Einstein Condensation of Dark Matter Axions
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Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Axion Cosmology
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Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Formation and structure of ultralight bosonic dark matter halos
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Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Mass-radius relation of Newtonian self-gravitating Bose-Einstein condensates with short-range interactions: I. Analytical results
Reference 42
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Observation bac06fde-0243-49ca-87cb-304182144e02 · outbound
Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Core-Envelope Haloes in Scalar Field Dark Matter with Repulsive Self-Interaction: Fluid Dynamics Beyond the de Broglie Wavelength
Reference 43
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Observation 93ead4e1-6a40-4193-b3f5-16e2d506c66d · outbound
Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Cosmological structure formation in scalar field dark matter with repulsive self-interaction: The Incredible Shrinking Jeans Mass
Reference 44
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Observation b79a0b6d-9b49-4077-b9e5-940f1d98be61 · outbound
Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Unresolved cited work
Reference 45
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Observation fbf73b52-3630-457d-879e-c1e80d0e76c8 · outbound
Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Weinberg, Phys
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Reference 47
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Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Unresolved cited work
Reference 48
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Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Monodromy in the CMB: Gravity Waves and String Inflation
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Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Gravity Waves and Linear Inflation from Axion Monodromy
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Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Impact of kinetic and potential self-interactions on scalar dark matter
Reference 51
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Reference 52
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Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Mass-radius relation of Newtonian self-gravitating Bose-Einstein condensates with short-range interactions: II. Numerical results
Reference 53
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Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Evolution of cosmological perturbations in Bose-Einstein condensate dark matter
Reference 54
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Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Non-Relativistic Formation of Scalar Clumps as a Candidate for Dark Matter
Reference 55
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Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Self-consistent construction of virialized wave dark matter halos
Reference 56
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Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Construction of Wave Dark Matter Halos: Numerical Algorithm and Analytical Constraints
Reference 57
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Observation 46393341-d571-4274-b846-b5fe08d19310 · outbound
Reference 58
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Reference 59
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Reference 60
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Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential PyUltraLight: A Pseudo-Spectral Solver for Ultralight Dark Matter Dynamics
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Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Solitons and halos for self-interacting scalar dark matter
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Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Condensation and Evaporation of Boson Stars
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Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Kinetic relaxation and Bose-star formation in multicomponent dark matter- I
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Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential
Reference 30
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Vortices and rotating solitons in ultralight dark matter Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential
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Observation 15483dc1-5d99-492e-b912-812ee15c24c2 · inbound
Non-relativistic effective theories for fields with general potentials and their implications for cosmology Formation of solitons and their transitions in scalar-field dark matter models with a non-polynomial self-interaction potential
Reference 20
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