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TDCOSMO XXV: Measuring H 0 to 6.5% precision with quasar strong lensing and maximally flexible mass-sheet dynamics

AnonymousUniversity of California, Los AngelesTommaso TreuUniversity of California, Los AngelesMartin MillonUniversité de GenèveFrédéric DuxEcole Polytechnique Fédérale de Lausanne (EPFL)Devon WilliamsUniversity of California, Los AngelesShawn KnabelUniversity of California, Los AngelesSimon BirrerStony Brook UniversityPritom MozumdarUniversity of California, Los AngelesGiacomo QueiroloCNRSAnowar J. ShajibIndependent UniversityMichele CappellariUniversity of OxfordKenneth C. WongThe University of TokyoI. M. AsfandiyarovUlugh Beg Astronomical InstituteOtabek A. BurkhonovUlugh Beg Astronomical InstituteF. CourbinInstitut Catalá de Recerca i Estudis Avançats (ICREA)Shuhrat A. EhgamberdievUlugh Beg Astronomical InstituteSofía Rojas-RuizUniversity of California, Los AngelesAsadulla M. ShaymanovUlugh Beg Astronomical InstituteTalat A. AkhunovNational University of Uzbekistan
2026en
ABI

Annotatsiya

We present a blind time-delay cosmography measurement of the Hubble-Lemaître constant $H_0$ based on the quadruply imaged quasar SDSSJ1433+6007. Our analysis combines deep Hubble Space Telescope imaging, extended time-delay monitoring from the Wendelstein and Maidanak Observatories, and spatially resolved stellar kinematics from the Keck Cosmic Web Imager and Reionization Mapper. We build a robust lens model to reconstruct the mass distribution and high-signal-to-noise kinematic maps to break the mass-sheet degeneracy (MSD), explicitly accounting for the lens galaxy's oblateness, rotation, and anisotropy. Furthermore, we constrain the external convergence ($κ_{\rm ext}$) by characterizing the line-of-sight environment using wide-field photometry from the Dark Energy Spectroscopic Instrument (DESI) Legacy Survey data release 10. We incorporate these constraints into our joint lensing and dynamical model, running multiple iterations to estimate random and systematic uncertainties. Accounting for maximal flexibility of the mass-sheet transformation, and assuming a flat $Λ$CDM cosmology and an $Ω_{\rm m, 0}$ prior from DESI data release 2, we infer $H_0 = 73.2^{+4.8}_{-4.7}$ km s$^{-1}$ Mpc$^{-1}$ (a $6.5\%$ precision), and an internal mass-sheet parameter $λ_{\rm int}=1.12^{+0.05}_{-0.06}$. Notably, $λ_{\rm int}$ is $2σ$ away from unity for this system, highlighting the importance of treating it as a free parameter. Our $H_0$ measurement is consistent with the result from our 2025 milestone paper, and it will be included in our next hierarchical analysis to improve the overall precision. Moving forward, the comprehensive pipeline demonstrated herein establishes a robust framework that can be readily applied to future strongly lensed systems to further refine cosmological constraints.

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