时间：2026年8月11日(星期二)13:00-15:00
地点：E14-301
主讲人：宗语轩，北京大学
报告主题：One-arm domination time in Cylindrical Hastings-Levitov$(0)$
报告摘要：We introduce an aggregation process called Cylindrical Hastings-Levitov$(0)$. The model admits a single infinite connected tree (arm). For a cylinder of width $N$ and particles of size $\lambda$, we consider the first time $\upsilon_{N, \lambda}$ after which only the unique infinite tree receives particles. We prove that $\frac{cN^2}{\lambda^3} \le \E[\upsilon_{N, \lambda}]\le\frac{CN^2}{\lambda^3}$, and establish an exponential tail for $\upsilon_{N, \lambda}$. This is joint work with Guanyi Chen and Eviatar B. Procaccia.
