摘要
讨论了当p(t),q(t)是以T为周期的周期函数,p(t)连续可微,且p(t)≥p0≥0时,微分方程ddt[p(t)x]+q(t)x=0的解的结构及有界性.
The structure and the bound of the solution to the differential equation ddt[p(t)·x·]+q(t)x=0 are discussed with T as the cycle of the periodic function, P(t) capable of being differentiated continuously, and P(t)≥P0≥0.
关键词
线性微分方程
周期系数
有界性
linear differential equation
periodic coefficient
boundary quality