Short-time complete rotationally symmetric Ricci flows are constructed from initial metrics with unbounded curvature, provided the radial warping function is non-decreasing or stays bounded away from zero at infinity.
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Rotationally symmetric Ricci Flow on $\mathbb{R}^{n+1}$
Short-time complete rotationally symmetric Ricci flows are constructed from initial metrics with unbounded curvature, provided the radial warping function is non-decreasing or stays bounded away from zero at infinity.