一类P-Laplace方程解的有界性研究

Study on Boundedness of All Solutions for a Class of P-Laplace Equations

研究二阶微分方程(Φp(x′))′+x2n+1+j 2=n0xjpj(t)=0,n 1,x∈(-∞,∞)解的有界性.

It＇ s a Study about boundedness of all solutions for two order differential equation：（Фp（x^1））^1＋x^2n＋1＋∑^2nj=0x^jpj（t）=0,n≥1,x∈（-∞,∞）