论文标题
liouville type typer typer quasilinear $ p $ laplace类型方程
Liouville type theorem for a class quasilinear $p$-Laplace type equation on the sphere
论文作者
论文摘要
我们使用零件的积分来获取liouville型定理的quasilinear $ p $ p $ - 拉普拉斯类型方程式，这种$ p $ - laplace类型方程来自于对半线性$ p $ p $ p $ p $ laplace方程的渐近行为的研究，在puginture $ p $ p $ p $ p $ p $ b_1（o）$ b_1（o）$ subset n $ subset n $ supset n $这在第440页的论文\ cite {veron92}和他的书\ cite \ cite {veron}中给出了L.Véron的问题的积极答案。
We use the integral by parts to get a Liouville type theorem for a class quasilinear $p$-Laplace type equation on the sphere, this $p$-Laplace type equation arises from the study of asymptotic behavior near the origin for the semi-linear $p$-Laplace equation on the puncture ball $B_1(o) \subset R^n$. This gives a positive answer to L. Véron's question in a paper \cite{Veron92} and his book \cite{Veron} at page 440.
