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Дифференциальные операторы на сингулярных пространствах, алгебраически
интегрируемые системы и квантование
2 ноября 2020 г. 19:30–21:00, г. Москва, Главное здание МГУ им. М. В. Ломоносова, аудитория 13-24
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Symplectic and Contact Geometry of Monge–Ampère equation: Introduction and application
В. Н. Рубцов |
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Аннотация:
I am going to introduce you in a geometric approach to Monge–Ampère operators and equations based on contact and symplectic structures of cotangent and 1-st jet bundles of a smooth variety. The approach was developed by V. Lychagin goes back to ideas of E.Cartan and his successor T. Lepage. I shall try to make my talk self-contained. I expect to discuss various applications and links with important geometric structures.
I suppose to speak Russian or English if the audience prefers.
Идентификатор конференции в Zoom: 828 5783 2979. Код доступа можно узнать у организаторов семинара.
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