Prof. Manfred Lehn (Universität Mainz) will give an introductory lecture mainly targeting third- and fourth-year undergraduate students as follows:
- Date & Time
- Wednesday, May 20 14:45-16:15
- Venue
- 127 Conference room, Faculty of Science Bldg. #3, Kyoto University
- Title
- 27 Lines on a Cubic Surface
- Abstract
- It was discovered in the 19th century by Cayley and Salmon that every cubic surfac in 3-dimensional projective space contains exactly 27 lines. These form very special configurations, deeply related to the geometry of the root lattice of type E6.
I would like to discuss some of the many geometric properties of the line configuration and why these are still of interest to geometers. - Language
- English