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Multiple Cover Formula for the Stable Pairs Theory of K3xE

The count of stable pairs (Pandharipande-Thomas theory) on K3 x E is well-understood whenever the curve class is primitive over the K3 factor. I will explain how ideas of Pandharipande and Thomas can be used to remove the primitivity assumption

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Bibliographic Details
Main Author: Oberdieck, Georg (Author)
Other Authors: Negut, Andrei (Organization) (Other) , Sala, Francesco (Organization) (Other) , Schiffmann, Olivier (Organization) (Other)
Format: Book/Monograph Video
Language:English
Published: [Erscheinungsort nicht ermittelbar] Institut des Hautes Études Scientifiques (IHÉS) 2021
In:Enthalten in: Multiple Cover Formula for the Stable Pairs Theory of K3xE (Jan. 2021)
DOI:10.5446/54078
Online Access:Resolving-System, kostenfrei: https://doi.org/10.5446/54078
Verlag, kostenfrei: https://www.tib.eu/de/suchen/id/kmo-av%3A11c5b6e381bd7942a55e72e10236e60b9ea67868
Verlag, kostenfrei: https://av.tib.eu/media/54078
Verlag, Objektabbildung Thumbnail: https://tib.flowcenter.de/mfc/thumbnail.cgi?cache=1&width=185&height=148&file=/jpeg/54xxx/54078/1044410/51810.jpg
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Summary:The count of stable pairs (Pandharipande-Thomas theory) on K3 x E is well-understood whenever the curve class is primitive over the K3 factor. I will explain how ideas of Pandharipande and Thomas can be used to remove the primitivity assumption
Item Description:Audiovisuelles Material
Physical Description:Online Resource
DOI:10.5446/54078

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