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中文摘要：
讨论一类带有分数维布朗运动的随机种群方程，研究这类随机种群模型的Euler数值解．在较弱的非Lips—chitz条件下证明Euler数值解收敛于解析解，并通过例子验证相关结果．
英文摘要：
A class of stochastic population equations with fraction-dimensional Brownian motion is discussed and the Euler numerical solutions of stochastic population models is studied. It is proved that under weaker non-Lipschitz conditions, the Euler solutions will converge to the analytical solutions. An example is given to verify the relevant results.
同期刊论文项目
同项目期刊论文
Adaptive modified function projective synchronization of unknown chaotic systems with different orde
Exponential synchronization of two nonlinearly non-delayed and delayed coupled complex dynamical net
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