What question did this study set out to answer?

To construct a conditional covariant carrier action reproducing the galactic radial acceleration relation and static quasi-linear MOND phenomenology under a unified physical metric.

August 14, 2026Open Access

A conditional kinetic-conformal carrier for the radial acceleration relation

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YYi

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Implication

Analytic framework demonstrates a conditional covariant carrier for galactic radial acceleration, indicating a relativistic basis matching quasi-linear modified gravity phenomenology.

Key Points

To construct a conditional covariant carrier action reproducing the galactic radial acceleration relation and static quasi-linear MOND phenomenology under a unified physical metric.
Coupled a single physical metric, a khronon scalar field, and an auxiliary potential with universal minimal matter coupling to the metric.
Evaluated Hamiltonian constraint ranks at the kinetic-conformal point, dynamic positivity criteria, and first post-Newtonian limits against an imported empirical acceleration profile.
Derived background cosmological behavior on a separate homogeneous, fixed-topology harmonic-zero-mode branch.
Reproduced the static quasi-linear nonrelativistic MOND system and the weak-field no-slip condition directly via a coefficient-locked square action.
Established that static on-shell energy equals baryonic mass, while dynamic quadratic positivity and tensor-mode constraints remain conditionally bounded on finite matched domains.
Matched standard Friedmann cosmological background expansion via auxiliary fields, while identifying full inhomogeneous canonical audits as an open boundary.

Cite This Study

Yi (2026) studied this question.

synapsesocial.com/papers/6a7ec71db70b84ec8b9132e5 https://doi.org/10.5281/zenodo.21897402

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Implication

Analytic framework demonstrates a conditional covariant carrier for galactic radial acceleration, indicating a relativistic basis matching quasi-linear modified gravity phenomenology.

A conditional kinetic-conformal carrier for the radial acceleration relation

Discussion

Member takes

Implication

Key Points

Cite This Study

A conditional kinetic-conformal carrier for the radial acceleration relation

Discussion

Member takes

Implication

Key Points

Cite This Study

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