

Regular Lectures
Winter semester 2021/2022
- Symmetry enriched fractionalization in quantum matter with emergent Z_2 and U(1) gauge fields
- Inti Sodemann
- Wednesdays 2 pm, starting January 19, 2022, MPI MiS E1 05 (Leibniz)
- Foundations of Algebraic Geometry
- Daniele Agostini
- Monday, 11.15-12.45, MPI MiS A3 01
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- Randomness and partial differential equations
- Felix Otto
- Tuesday, 09.15-11.00; first lecture on October 26, 2021, MPI MiS E1 05 (Leibniz)
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- Random Algebraic Geometry
- Paul Breiding
- Tuesdays, 11:15-12:45, Leipzig University, SG 2-14
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- Introduction to Toric Geometry
- Simon Telen
- Wednesday, 10.00-12.00, MPI MiS G3 10
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- Spectra of tensors and their applications
- André Uschmajew, Raffaella Mulas
- 6-8 lectures, on Wednesdays 2 pm, starting November 3, 2021, MPI MiS G3 10
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- Bielefeld-Leipzig online seminar: Mathematics of Machine Learning
- Benjamin Gess
- tent. Wednesdays 16:15-17:45, Videobroadcast
- Algebraic operads, Koszul duality and Gröbner bases: an introduction
- Pedro Tamaroff
- Friday, 09.00-10.30, MPI MiS A3 01
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- Mathematical problems and structures of the neurosciences
- Juergen Jost
- Friday, 2-3.30 pm, MPI MiS E1 05 (Leibniz)
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- Reading course on quasi-ergodic measures and related topics
- Zachary Adams, Voluntary, Maximilian Engel
- Fridays, 14:00-15:30 on October 22, 17:00-18:30 starting October 29, All lectures will be held online
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Access Information
Please use the entry doors Kreuzstr. 7a (rooms A3 01, A3 02) and Kreustr. 7c (rooms G3 10, G2 01), both in the inner court yard, and go to the 3rd. floor (see the map). To reach the Leibniz-Saal (E1 05) use the main entry Inselstr. 22 and go to the 1st. floor.
Please note: The doors will be opened 15 minutes before the lecture starts and closed after beginning of the lecture!
Important information
- Due to the pandemic, it is mandatory to register for a lecture series before attending one of the lectures. For this registration, we simply use the mailing list for the lecture series. So, if you plan to attend a lecture (series), please subscribe the mailing list which is linked below the respective lecture.
- Obviously, this rule is only valid for in-person lectures. However, even for the online events it might be a good idea to subscribe. This way, you will receive the information on how to attend the online meetings.