题目：A mathematical model for control and eradication of a wood boring beetle infestation
报告人：Xingfu Zou
时间：2026年5月12日9:00-10:00
地点：锦绣楼410
腾讯会议：954-874-896
摘要：We present a mathematical model that describes the population dynamics of wood boring beetle that infectate on trees in a residential region and the efficacy of the cut-burn control. The model is a system of integral-delay differential equations. After addressing the well-posedness of the modeo, we establish conditions that can guarantee eradication of the infestcation, in terms of two key parameters, one accounts for the efficiency of detection and the other stands for the efficiency of cut-burn. We also discuss some possible extensions and generalizations of the model.
报告人简介：邹幸福教授分别在中山恒峰体育，湖南恒峰体育和加拿大York University获得学士，硕士和博士学位，并在加拿大University of Victoria, 和美国Georgia Institute of Technology 从事过博士后研究工作。曾任教于加拿大Memorial University of Newfoundland, 现为加拿大University of Western Ontario数学系教授。研究兴趣为微分方程和动力系统的理论及应用，特别是反应扩散方程、常泛函微分方程及偏泛函微分方程及其在生物领域的应用等领域取得了?系列有影响的创新成果，是北美地区在微分方程与动力系统及应用的研究领域中的最活跃的学者之一，在生物数学领域具有非常高的国际知名度，并在J. Diff. Eqns.、SIAM J. Appl. Math.、SIAM J. Math. Anal.等著名杂志发表有影响的研究论文140余篇。
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