报告题目：Accelerating rate for the monostable reaction-diffusion equation with a fractional Laplacian
报 告 人：赵铭锋 讲师 天津大学
时 间：2021年9月30日（周五）9:00 --10:00
地 点：新波谱楼（M楼）12楼1217报告厅
Abstract：
In this talk, I will talk about something about the propagation speed in monostable fractional reaction-diffusion equation. More precisely, by constructing some super and subsolution, for the generalized Fisher-KPP model, we can obtain an optimal upper bound(optimal is critical line for the existence of the plane traveling wave) and a very rough lower bound for the propagation asymptotic behavior. As a consequence, we can get the optimal upper and lower bound for the combustion model in the supercritical fractional Laplcian case. This is a joint work with Professor Jerome Coville and Professor Changfeng Gui .
讲座预告
2021年9月30日精密测量院数学及应用研究部2021年学术报告（二十四）
报告题目：Accelerating rate for the monostable reaction-diffusion equation with a fractional Laplacian
报 告 人：赵铭锋 讲师 天津大学
时 间：2021年9月30日（周五）9:00 --10:00
地 点：新波谱楼（M楼）12楼1217报告厅
Abstract：
In this talk, I will talk about something about the propagation speed in monostable fractional reaction-diffusion equation. More precisely, by constructing some super and subsolution, for the generalized Fisher-KPP model, we can obtain an optimal upper bound(optimal is critical line for the existence of the plane traveling wave) and a very rough lower bound for the propagation asymptotic behavior. As a consequence, we can get the optimal upper and lower bound for the combustion model in the supercritical fractional Laplcian case. This is a joint work with Professor Jerome Coville and Professor Changfeng Gui .