周期环境中尺度结构线性种群模型的适定性

Well-posedness of a Linear Size-structured Population Model in Periodic Environments

该文考虑周期环境中具有尺度结构线性种群动力系统,应用Volterra积分方程及算子谱半径知识证明了该线性系统解的存在唯一性,并且给出解关于出生率和死亡率的单调性结果。

This paper is concerned with a size-structured population dynamical system ments. By the use of Volterra integral equations and spectral radius of linear operator, it ence and uniqueness of solutions to the model, and then given monotonic results of the and death rates. in periodic environ- has proven the exist- solutions about birth