摘要
通过适当的坐标变换，我们化简布鲁塞尔振子模型为拟线性微分方程，然后用概周期解的扰动原理证明了布鲁塞尔振子模型的概周期解的存在性．
By using suitable coordinate transformations,we reduce the model of Brusselator to several qusailinear systems of differential equation. then we use a pertubation theorem of almost periodic system to prove the existance of almost periodic solution.
出处
《湖北科技学院学报》
1995年第3期10-13,共4页
Journal of Hubei University of Science and Technology
关键词
特征根
概周期解
指数型二分法
characteristic root almost
periodic solution
exponentiol type dichotomies
