Ricci flow on quasiprojective manifolds

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John Lott, University of California, Berkeley

PLEASE NOTE SPECIAL DAY (WEDNESDAY).  The talk is about Ricci flow on noncompact Kaehler manifolds.  I'll discuss four types of spatial asymptotics: cuspidal, cylindrical, bulging and conical.  The results are about the preservation of the asymptotics, long-time existence, parabolic blowdown limits and the role of the Kaehler-Ricci flow on the divisor.  This is joint work with Zhou Zhang