This paper shows that a noncovariant, metric-only action built from the quadratic connection part of the Ricci scalar can yield MOND in the nonrelativistic limit, and identifies it with fixed-gauge BIMOND and f(Q) gravity.
The covariant derivative of F ′S λ µν is understood as the standard expression in terms of the derivatives and the connection
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Noncovariance at low accelerations as a route to MOND
This paper shows that a noncovariant, metric-only action built from the quadratic connection part of the Ricci scalar can yield MOND in the nonrelativistic limit, and identifies it with fixed-gauge BIMOND and f(Q) gravity.