Seminar talk, 3 March 2021: Difference between revisions
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Created page with "{{Talk | speaker = Vladimir Rubtsov | title = Real Monge-Ampère operators and (almost) complex structures. Part 2 | abstract = We observe some interesting geometric structure..." |
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| title = Real Monge-Ampère operators and (almost) complex structures. Part 2 | | title = Real Monge-Ampère operators and (almost) complex structures. Part 2 | ||
| abstract = We observe some interesting geometric structures which are naturally linked with the geometric approach to Monge-Ampère operators developed by Lychagin in late 70th. I shall concentrate my attention on the Hitchin generalized complex structure, hyper-Kahler/symplectic and hope to show few interesting examples of its relations with the Monge-Ampère operators and applications. | | abstract = We observe some interesting geometric structures which are naturally linked with the geometric approach to Monge-Ampère operators developed by Lychagin in late 70th. I shall concentrate my attention on the Hitchin generalized complex structure, hyper-Kahler/symplectic and hope to show few interesting examples of its relations with the Monge-Ampère operators and applications. | ||
| video = | |||
| slides = | Language: English | ||
| video = https://video.gdeq.org/GDEq-zoom-seminar-20210303-Vladimir_Rubtsov.mp4 | |||
| slides = [[Media:Geometric_structures_and_MAE-2_applications.pdf|Geometric_structures_and_MAE-2_applications.pdf]] | |||
| references = | | references = | ||
| 79YY-MM-DD = 7978-96-96 | | 79YY-MM-DD = 7978-96-96 | ||
}} | }} | ||
Latest revision as of 08:40, 4 January 2025
Speaker: Vladimir Rubtsov
Title: Real Monge-Ampère operators and (almost) complex structures. Part 2
Abstract:
We observe some interesting geometric structures which are naturally linked with the geometric approach to Monge-Ampère operators developed by Lychagin in late 70th. I shall concentrate my attention on the Hitchin generalized complex structure, hyper-Kahler/symplectic and hope to show few interesting examples of its relations with the Monge-Ampère operators and applications.
Language: English
Video
Slides: Geometric_structures_and_MAE-2_applications.pdf