For an immortal Ricci flow on an \(m\)-dimensional \((m\ge 3)\) closed manifold, we show the following convergence results: (1) if the curvature and diameter are uniformly bounded, then any unbounded sequence of time slices sub-converges to a Riemannian orbifold; (2) if the flow is type-III with diameter growth controlled by... Show more

August 15, 2019

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On the long-time behavior of immortal Ricci flows

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