比利时vs摩洛哥足彩
,
university of california san diego
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math 208: algebraic geometry seminar
yinbang lin
tongji university
gaeta resolutions and strange duality over rational surfaces
abstract:
we will discuss about resolutions of coherent sheaves by line bundles from strong full exceptional sequences over rational surfaces. we call them gaeta resolutions. we then apply the results towards the study of the moduli space of sheaves, in particular le potier's strange duality conjecture. we will show that the strange morphism is injective in some new cases. one of the key steps is to show that certain quot schemes are finite and reduced. the next key step is to enumerate the length of the finite quot scheme, by identifying the quot scheme as the moduli space of limit stable pairs, where we are able to calculate the (virtual) fundamental class. this is based on joint work with thomas goller.
pre-talk for graduate 2022年亚洲世界杯预选赛 : 3:30pm - 4:00pm
host: dragos oprea
october 7, 2022
4:00 pm
(via zoom)
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