带振荡随机力的大尺度海洋三维原始方程组对边界参数的连续依赖性

考虑了经常用于天气预报和气候变化的带振荡随机力的大尺度海洋三维原始方程组的结构稳定性。 通过建立方程组解的先验界，采取能量分析方法，利用微分不等式技术，推导了一个关于辅助函数的一阶微分不等式，证明了方程组对边界参数的连续依赖性。

Continuous dependence on the boundary parameter for the 3D primitive equations of large scale ocean under oscillating random force

The structure stability of the solutions of the 3D primitive equations of large scale ocean under oscillating random force in a cylindrical region is considered, which was used to study long-term weather prediction and climate changes. By establishing rigorous a priori bounds of the solutions, adopting the energy analysis methods and using the differential inequality technology,a first-ordler differential inequality about auxiliary functions, and the continuous dependence on the boundary parameter is obtained.