Infinitely many non-conservative solutions for the 3D Euler Equations with arbitrary (1/3-epsilon) Holder initial data
数学专题报告
报告题目(Title)：Infinitely many non-conservative solutions for the 3D Euler Equations with arbitrary (1/3-epsilon) Holder initial data
报告人(Speaker)：Calvin Khor 北京计算科学研究中心
地点(Place)：腾讯会议 ID: 212-742-185
时间(Time)：2022 年 5 月 26 日 15:30-16:30
邀请人(Inviter)：袁迪凡
报告摘要
Let 0 < r < s < 1 / 3. We construct infinitely many distributional r-Holder solutions to the 3D Euler Equations for a given s-Holder initial data. We also show that there is some limited control on the increase in the energy for times t>1.
