研究了带Poisson跳和Markovian调制的年龄相关随机种群方程数值解的收敛性,在给定条件下证明了数值解收敛到解析解,并给出了Euler逼近的阶数.
The convergence of numerical approximation of stochastic age-dependent population equations with Poisson jumps and Markovian switching is studied. It is proved that the numerical approximation solutions converge to the analytic solutions of the equations under the given conditions. The order of the Euler approximation is also provided.