论文标题
分数非线性椭圆问题的对称性
Symmetrization for fractional nonlinear elliptic problems
论文作者
论文摘要
在本说明中，我们证明了质量浓度比较的形式的新的对称结果，用于涉及分数p laplacians的非本地非线性差异问题的解决方案。将建立一些解决方案的规律性估计，作为主要结果的直接应用。
In this note we prove a new symmetrization result, in the form of mass concentration comparison, for solutions of nonlocal nonlinear Dirichlet problems involving fractional p Laplacians. Some regularity estimates of solutions will be established as a direct application of the main result.
