Gradient estimates and frequency monotonicity for the heat equation are proven under generalized Ricci flow with time-dependent curvature bounds.
Geometric measure of singular sets of elliptic equations
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Gradient estimates and parabolic frequency monotonicity for positive solutions of the heat equation under generalized Ricci flow
Gradient estimates and frequency monotonicity for the heat equation are proven under generalized Ricci flow with time-dependent curvature bounds.