报告题目：On the invasion shape for nonlocal FKPP equations

报告人：杜乐乐，罗马第一大学

报告时间：2026年11月9日（周一）14:00-16:00

报告地点：20-404

报告摘要：This work focuses on the propagation dynamics of the parabolic equation with pseudo-differential operators. In contrast to classical Laplacian, where the invasion shape is solely determined by the diffusion, the core objective is to reveal how, under nonlocal diffusion, the reaction rate fundamentally sculpts and transforms the invasion shape of the propagating front.

报告人简介：杜乐乐，罗马第一大学博士后，博士毕业于意大利Insubria大学，在JLMS, CVPDE, Math. Z.等杂志发表学术论文。

邀请人：非线性分析与PDE团队