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CONCLUSIONS We have derived different multimessenger consistency conditions for the Friedmann cosmo- logical model, involving the GW and EMW luminosity distances

+H 2 0 D2 EM (1−D ′2 GW ) H2 0 z(z(z+ 3) + 3)D 2 EM D′2 GW (17) This quantity should be constant, so taking the derivative we get a general multimessenger consistency condition for the cosmological constant CΛ = 2D ′ GW [z(z+ 2)D ′′ GW −2H · 2023

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Testing the consistency of cosmological models with multimessenger astronomy

gr-qc · 2026-05-10 · unverdicted · novelty 5.0

Derives multimessenger consistency relations for luminosity distances in the Friedmann model, including a curvature parameter expressed solely in terms of flatness-biased distances and a cosmological-constant relation independent of flatness assumptions.

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  • Testing the consistency of cosmological models with multimessenger astronomy gr-qc · 2026-05-10 · unverdicted · none · ref 1

    Derives multimessenger consistency relations for luminosity distances in the Friedmann model, including a curvature parameter expressed solely in terms of flatness-biased distances and a cosmological-constant relation independent of flatness assumptions.