中科院数学与系统科学研究院
数学研究所
偏微分方程研讨班
报告人： 陈 杰 (北京大学)
题 目：Almost sure scattering for the energy critical nonlinear Klein-Gordon equation
时 间：2021.03.31（星期三）, 16:00-17:00
地 点：腾讯会议 ID：851 825 612密码：123456
摘 要：We show almost sure scattering for the energy critical nonlinear Klein-Gordon equation with random initial data in H^s, (3d-1)/4(d-1)<s<1 for d=4,5,6. The argument mainly comes from the work of Bringmann on related problem of wave equation for d=4. For d=5,6, we use the mass term of Klein-Gordon equation to obtain some estimates.