无界域上带临界增长的退缩椭圆方程的非零解

On the Existence of the Nontrivial Solution for a Calss of Degenerated Equations with Critcal Sobolev-Exponent in R^N

讨论Rn上拟线性临界增长的椭圆方程的非零解的存在性，其中u∈W1，p（RN），2≤p＜N，q＝Np／（N－p）．

It is given that the existence of nontivial solution of the following problem:when u ∈ W1 .p (RN), 2≤p＜N, q = NP/(N- p ), g (0) =0, 0≤a0≤a (x) ≤b0, f and g statisfysome other conditions.