一类拟线性椭圆型方程带平边值问题解的存在性(英文)

Existence of Solutions to a Robin Boundary Value Problem for Quasilinear Elliptic Equations

建立了边值问题 div(｜Du｜p- 2 Du) +a(｜x｜) f(｜x｜ ,u) =0 , 在B RN u n+λu=-α , 在 B正对称解的存在性和唯一性 ,这里B是RN

The existence of positive radially symmetric solutions is established of div (| Du | p-2Du) + a(| x |) f(| x |, u) = 0 in domain B (where B is an open unit ball centered at the origin) with the Robin boundary value problem, the result new and extend previously known results.