Oleg R. Musin "Sphere Packings in Four Dimensions"
Oleg R. Musin from University of Texas Rio Grande Valley will give the talk "Sphere Packings in Four Dimensions" on the labs' Big Seminar.
Password: first 6 decimal places of $\pi$
In this talk I'm going discuss reasonable approaches for solutions to problems related to densest sphere packings in 4-dimensional Euclidean space. I consider two long–standing open problems: the uniqueness of maximum kissing arrangements in 4 dimensions and the 24-cell conjecture. Note that a proof of the 24-cell conjecture also proves that $D_4$ is the densest sphere packing in 4 dimensions.
Watch the lecture on youtube:
Everyone is invited to attend. The language of the lecture is English. The event is aimed at master and graduate students, as well as researchers in the field of combinatorics.