利用动力系统方法及持久性理论研究了一类时间周期的时滞非局部反应扩散单种群增长模型,建立了解的全局存在性以及一致持久性。
The paper was concerned with a class of delayed nonlocal reaction-diffusion equation with a time period, which modelled the growth of a single species. By using the monotone dynamical system method and practice persistence theory, the global existence and uniform persistence of solutions were established.