主要研究了含临界项与奇异项的拟线性椭圆方程,通过证明一个强极值原理,结合集中紧性原理,克服了非线性算子带来的困难,最终获得了正解的存在性.
Quasihnear elliptic equation with critical and singular terms has been studied,the difficulty with nonliear operator is overcome by proving a strong maximum principle and the concentration compactness principle,finally,the positive solution is obtained.