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方程(p(t)x')'+f(t,x,x')+q(t)g(x)=r(t)解的有界性
引用本文:陈志勇.方程(p(t)x'''')''''+f(t,x,x'''')+q(t)g(x)=r(t)解的有界性[J].浙江海洋学院学报(人文科学版),1996(3).
作者姓名:陈志勇
作者单位:Dept. of Math.,Zhoushan Teacher's College,316004
摘    要:木文讨论了强迫二阶非线性微分方程(p(t)x′)′+f(t,x,x′)+q(t)g(x)=r(t)解的有界性,所得到的结论推广了《非线性微分方程》(G·桑森,R·康蒂著)中的有关内容。

关 键 词:所有解  有界  Gronwall's不等式

Boundedness of Solutions of the Equation (p(t)x')'+f(t,x,x')+q(t)g(x)=r(t)
Chen Zhi-yong.Boundedness of Solutions of the Equation (p(t)x'''')''''+f(t,x,x'''')+q(t)g(x)=r(t)[J].Journal of Zhejiang Ocean University(Humane Science),1996(3).
Authors:Chen Zhi-yong
Abstract:In this paper, we discuss the boundedness of solutions of the forced second order nonlinear differentialequation (p(t)x')'+f(t,x,x')+q(t)g((x)=r(t). The conclusions we draw are to expand the relative contents inNonlinear Differential Equations (G.Sansone and R.Conti).
Keywords:all solutions  bound  Gronwall's inequality  
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