2026世界杯官网导航—官方入口、比赛赛程与实时比分

科学研究

学术动态

首页 - 科学研究 - 学术动态 - 正文

黄山林-Uncertainty principle, minimal escape velocities, and observability inequalities for Schrödinger Equations

时间：2021-06-24

论文题目： Uncertainty principle, minimal escape velocities, and observability inequalities for Schrödinger Equations

期刊：American Journal of Mathematics（Volume 143, Number 3, June 2021 pp. 753-781）

上一篇：杨晓松-Chaos in the Periodically Parametrically Excited Lorenz System

下一篇：黄山林-Characterizations of stabilizable sets for some parabolic equations in Rn