In three dimensions, infimum scalar curvature of a perturbed metric is at most the reference value at the origin plus C times the C0 norm to the power 1/2, for sufficiently small perturbations.
Geometric flows with rough initial data.Asian Journal of Mathematics, 16(2):209– 235, 2012
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Quantification of $C^0$ Convergence in Dimension Three
In three dimensions, infimum scalar curvature of a perturbed metric is at most the reference value at the origin plus C times the C0 norm to the power 1/2, for sufficiently small perturbations.