报告题目: Spread rate of branching Brownian motions
时间：2017年11月23日（周四）10:40--11:40
地点：理工楼北601
主办：数学与信息学院
报告摘要：
We study the particle range of a branching Brownian motion on the Euclidean space. We prove that the upper bound of this range is determined by the principal eigenvalue of the Schrödinger type operator associated with the branching rate and mechanism. Here the branching rate measure is small enough at infinity, and can be singular with respect to the Lebesgue measure.
