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Department of Mathematics,
University of California San Diego

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Informal Differential Geometry Seminar

Bo Yang

UCSD

Tian's result on approximating polarized Kaehler metric on algebraic manifolds

Abstract:

I will talk about a main theorem in Tian's JDG paper ``On a set of polarized Kaehler metrics on algebraic manifolds''. A crucial ingredient is to use Hormander's estimates to construct so called peak sections (which has energy concentration at a isolated point and prescribed polynomial growth order around that point).

October 22, 2009

10:30 AM

AP&M 5402

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