Quantum asymptotic velocity domination holds for polarized Gowdy cosmologies: two-point functions of Dirac observables converge to velocity-dominated limits near the Big Bang and reconstruct via uniformly convergent series in averaged spatial gradients.
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Asymptotic Velocity Domination in quantized polarized Gowdy Cosmologies
Quantum asymptotic velocity domination holds for polarized Gowdy cosmologies: two-point functions of Dirac observables converge to velocity-dominated limits near the Big Bang and reconstruct via uniformly convergent series in averaged spatial gradients.