In symmetric teleparallel f(Q) gravity with nonminimal EM-nonmetricity coupling, the distance duality relation is dynamically violated, yielding a generalized formula relating observational distances to the Hubble rate.
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Nonvanishing spatial curvature induces primordial matter of quantum origin with stiff EOS in the semi-classical solution of the Hamiltonian constraint for maximally symmetric geometries.
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Distance duality relation in symmetric teleparallel gravity
In symmetric teleparallel f(Q) gravity with nonminimal EM-nonmetricity coupling, the distance duality relation is dynamically violated, yielding a generalized formula relating observational distances to the Hubble rate.
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On primordial matter production induced by spatial curvature in the early universe
Nonvanishing spatial curvature induces primordial matter of quantum origin with stiff EOS in the semi-classical solution of the Hamiltonian constraint for maximally symmetric geometries.