![<strong>Speaker: Tatsuki Kuwagaki </strong>(Kyoto University) [nl][nl]<br><strong>Abstract:</strong>[nl] <br>Sheaf quantization is a certain kind of quantization of symplectic geometry, and simultaneously a model of Fukaya category. In this talk, I’ll explain a construction of functors from the category of deformation quantization modules (i.e., differential/difference equations) to the category of sheaf quantizations in certain situations, and discuss some properties of them.<br>[nl]<br>[nl]](https://eom.sdu.dk/images/upload/cropped/2024\01\20240124124427-qmwired.png)
Abstract:[nl]
Sheaf quantization is a certain kind of quantization of symplectic geometry, and simultaneously a model of Fukaya category. In this talk, I’ll explain a construction of functors from the category of deformation quantization modules (i.e., differential/difference equations) to the category of sheaf quantizations in certain situations, and discuss some properties of them.
[nl]
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- Organizer: Centre for Quantum Mathematics
- Address: Campusvej 55, 5230 Odense M
- Contact Email: qm@sdu.dk
- Add to your calendar: https://eom.sdu.dk:443/events/ical/ce8dfb9a-0fb5-44e0-a4bd-71bf7832fcef