报告人：娄本东教授

报告题目：Flat Entire Solutions of Reaction Diffusion Equations

摘要：We will talk about some new entire solutions in reaction diffusion equation. First, we construct two types of entire solutions for Fisher-KPP equation on the right half line with Dirichlet boundary condition, the first type connects the TW with the unique positive steady state; the second type connects 0 with the positive steady state (and so it is the flattest one in some sense). Next we construct a new type of entire solution for bistable equation which connects 0 and the TW (and so is also the flattest one in some sense).

报告时间：2022年6月14号 19:00-20:00

报告形式：腾讯会议；会议号：474-743-783

报告人简介：娄本东，上海师范大学教授。主要研究领域是偏微分方程与生物数学。他在反应扩散方程自由边界的传播理论、非均匀空间中的非平面波的研究、曲率流方程的广义行波等方面作了一系列研究工作。相关工作发表在JEMS、SIMA、 CVPDE、 CPDE等国际期刊。相关研究获得国家自然科学基金资助和上海市自然科学二等奖。