摘要
讨论了非线性四阶微分方程y(4)=f(x,y,y',y'',y''')的两点边值问题解的存在唯一性。其中,函数f在[a,b]×R4上连续,且满足Lipschitz条件。
The author studies the existence and uniqueness of solutions of two-point bouneleny value problems for nonlinear fourth-order differential equation y^（4）=f（x,y,y＇,y″,y＇″） where the functionf is continuous on ｜a,b｜×R^4,and satisfies the Lipsehitz condition.
出处
《中国民航学院学报》
2006年第5期60-62,共3页
Journal of Civil Aviation University of China
基金
中国民航大学基金项目(05yk325)
关键词
非线性四阶微分方程
两点边值问题
解的存在唯一性
nonlinear fourth-order differential equation
two-point boundary value problems
existence and uniqueness of solutions
