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比利时vs摩洛哥足彩 ,
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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