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1
From cluster algebras to Higgs categorles
3114791
/english/2025/1203/c19936a3114791/page.psp
16:00
Talk & Lecture
Speaker: Bernhard KellerVenue: Lecture Hall 210, Haina Complex Building 2, Zijingang CampusAbstract: Cluster algebras are certain commutative algebras invented by Fomin-Zelevinsky around the year 2000. Among them, we find the homogeneous coordinate algebras of Grassmannians, flag varieties and many other varieties of importance in representation theory and geometry. Fomin-Zelevinsky...
2025-12-03
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(10)
Bernhard Keller
2025-12-05 16:00:00
Zijingang Campus
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2
Light signaling input mechanisms in the plant circadian clock
3110255
/english/2025/1126/c19936a3110255/page.psp
14:00
Talk & Lecture
Speaker: Seth DavisVenue: Lecture Hall 245, School of Life Sciences, Zijingang CampusAbstract: Seth Davis earned his Ph.D. from the University of Wisconsin-Madison, USA. He conducted postdoctoral research at the University of Warwick, UK, and later served as a postdoc and independent PI at the Max Planck Institute for Plant Breeding Research (MPIPZ), Germany. He ...
2025-11-26
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(36)
Seth DAVIS
2025-11-27 14:00:00
Zijingang Campus
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3
A superorganism approach to social insect colony health
3107371
/english/2025/1119/c19936a3107371/page.psp
15:00
Talk & Lecture
Speaker: Professor Peter NaumannVenue: Room E-250, College of Animal Sciences, Zijingang CampusAbstract: Professor Peter Neumann is a world-renowned expert in bee health, based at the University of Bern's Institute of Bee Health in Switzerland. His research is dedicated to understanding the challenges facing honey bees and other pollinators, with a particular focus on parasites,...
2025-11-19
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(30)
Peter Naumann
2025-11-20 15:00:00
Zijingang Campus
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4
On triprojective dg algebras
3107365
/english/2025/1119/c19936a3107365/page.psp
9:30
Talk & Lecture
Speaker: Professor Bernhard KellerVenue: Lecture Hall 202, Haina Complex Building 2, Zijingang CampusAbstract: For a Dynkin quiver Q, the triprojective (dg) algebra associated with Q is glued together from three copies of the corresponding preprojective (dg) algebra. The category of Gorenstein projective dg modules over the triprojective dg algebra is expected to categorif...
2025-11-19
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(29)
Bernhard Keller
2025-12-08 09:30:00
Zijingang Campus
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