Xiao Jimeng: A Common Generalization to Theorems on Set Systems with L-intersections

In this talk, we provide a common generalization to the well-known Erdos-Ko-Rado
Theorem, Frankl-Wilson Theorem, Alon-Babai-Suzuki Theorem, and Snevily Theorem on
set systems with $L$-intersections, and we will also derive similar
results on $L$-intersecting families of subspaces of an $n$-dimensional vector space over a finite field $\mathbb{F}_q$, where $q$ is a
prime power.