Kriger, Boris. Volume II: The Consistent Universe—Singularities Resolved, Dark Sector Dissolved, Parameters Derived: A Dark-Sector-Free Cosmology (Local Gravity of Quantum Vacuum, αLGQV Theory Monograph). Toronto: IIIR Cosmology and Theoretical Physics, 2026. 579 pp. ISBN 979-8255039135. https://doi.org/10.13140/RG.2.2.29913.28002
#30 — Kriger, B. (2026). Rotation curves without dark matter particles: The alpha LGQV vacuum halo model applied to SPARC galaxies. https://doi.org/10.13140/RG.2.2.28615.66723
#30a —Kriger, B. (2026). Isothermal vacuum profile fits to five SPARC galaxy rotation curves. Submitted to Research Notes of the American Astronomical Society Manuscript # AAS75645 (RNAAS) https://doi.org/10.13140/RG.2.2.31132.24965
#30b —Kriger, B. (2026). Vacuum halo profiles in dwarf irregular galaxies: Pseudo-isothermal fits to 31 SPARC rotation curves and the cusp-core problem. Submitted to Monthly Notices of the Royal Astronomical Society, Manuscript MN-26-0945-P. https://doi.org/10.13140/RG.2.2.16111.39842
#30c —Kriger, B. (2026). Vacuum halo profiles in low-surface-brightness galaxies: Pseudo-isothermal fits to 14 SPARC rotation curves (Manuscript No. aa60218-26). Submitted to Astronomy & Astrophysics.https://doi.org/10.5281/zenodo.19391167
#30d —Kriger, B. (2026). Vacuum halo profiles in massive spiral galaxies: Pseudo-isothermal fits to 18 SPARC rotation curves where baryons and dark matter compete. Publications of the Astronomical Society of Japan, submitted.
#30e —Kriger, B. (2026). Vacuum halo profiles in gas-dominated late-type spirals: Pseudo-isothermal fits to 20 SPARC rotation curves and the r_c–R_d scaling relation. Physical Review D, submitted.
#30g — RESULTS: Kriger, B. (2026). Quantum vacuum replaces dark matter: Isothermal fits to all 175 SPARC galaxy rotation curves. Nature Astronomy, Manuscript NATASTRON-26040505. https://doi.org/10.13140/RG.2.2.35719.76963
FULL REPORT: Kriger, B. (2026). 175 Galaxy Rotation Curves Fitted Without Dark Matter Particles: The αLGQV Vacuum Halo Programme — Complete Report with Seven Papers, Full Fitting Code, and All Results. Zenodo. https://doi.org/10.5281/zenodo.19390767
#36a — Kriger, B. (2026). The cosmic web as structured information: Compression, mutual information, and Zipf’s law in the DESI DR1 galaxy distribution. Entropy. Manuscript submitted for publication. https://doi.org/10.13140/RG.2.2.18955.66088
#37 — Kriger, B. (2026). Particle masses, vacuum screening, and the neutrino sector from a single coupling. IIIR Cosmology and Theoretical Physics. https://doi.org/10.13140/RG.2.2.33327.70560
Paper #38 — Kriger, B. (2026). CMB compatibility, confinement radiation, and the gravitational wave background from one action. IIIR Cosmology and Theoretical Physics. https://doi.org/10.13140/RG.2.2.19905.93280
SUMMARY
Category
Papers
Count
Completed / submitted
#18–#29
12
To be written
#30–#39
10
Total Volume II
#18–#39
22
PRIORITY RANKING
Tier 1 — Immediate (2026–2027)
Priority
Paper
Reason
1
#30 (Galaxy fitting)
Direct observational test against SPARC/THINGS. Highest falsification power per effort.
2
#33 (GW + falsification)
Waveform templates for LIGO. Timely, immediately testable.
3
#31 (Nonlinear vacuum + Pole)
Closes the analytic backbone gap. All numerical and phenomenological work done.
4
#36 (Large-scale structure)
Uses existing SDSS/DESI data. Could resolve Hubble tension. High impact, low cost.
Tier 2 — Near-term (2027–2028)
Priority
Paper
Reason
5
#35 (Running vacuum + hierarchy + DESI)
Comparison with DESI Year 3+. Timely. Candidate mass hierarchy solution.
6
#34 (Mass spectrum + wormholes)
Testable against JWST high-z SMBHs. Completes the collapsed-object mass function.
7
#37 (Particle masses + gauge group)
If confirmed, eliminates multiple SM free parameters. Requires lattice QCD collaboration.
Tier 3 — Medium-term (2028–2030)
Priority
Paper
Reason
8
#32 (Collapsed object interior)
Complete internal theory. Required before LISA launch.
9
#38 (Speed of light + primordial spectrum)
Templates for LiteBIRD. Eliminates last SR postulate.
10
#39 (Structural foundations)
Capstone paper. Deepest foundational questions. New mathematical tools needed.