摘要
应用渐近比较的方法研究二阶非线性微分方程y＋p（t）g（y）＝0解的性质，得到该方程的所有解y（t）均满足估计式的条件。其中G（y）
In this Paper We consider second -order nonlinear differential equations of the form y'+p(t)g(y) = 0(1). We have proved that all of the solutions y(t) 0o equation (1 ) .Satisfy the integral assessment ,When p(t)and g(y) satisfying certain Conditions.
出处
《湛江海洋大学学报》
CAS
1997年第2期50-52,共3页
Journal of Zhanjiang Ocean University
关键词
微分方程
解
收敛
非线性微分方程
Secord-order nonlinear differential equations Solutions of differ-ertial equations convergerce of infinite Generalized Integral
