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Learning Seminar on PDE and Applications

Convergence of cscK metrics on smooth minimal models of general type

Wanxing Liu, Northwestern University

Location:  zoom
Date & time: Tuesday, 16 February 2021 at 12:40PM - 2:40PM

Abstract: On a smooth minimal model of general type, it is known that there exists a unique sequence of cscK metrics in the neighborhood of the canonical class, which is the perturbation of the canonical class by a fixed Kahler metric. In this talk, we will consider the local smooth convergence behavior of such a sequence. In particular, we will discuss how to establish uniform zeroth order estimate and uniform upper entropy bound for it.

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