论文标题
注意与连续系数的非差异椭圆算子的功能
Note on Green's functions of non-divergence elliptic operators with continuous coefficients
论文作者
论文摘要
我们改善了Kim和Lee的结果（Ann。Appl。Math。37（2）：111---130，2021）：表明，如果以非差异形式的椭圆形操作员的系数是DINI平均振荡的，则其绿色功能具有相同的nymptotic行为，与相同的$ x_0 $ x_0 $相同的greos frol frol frol frol frol frol frol frol from from for， $ x_0 $。
We improve a result in Kim and Lee (Ann. Appl. Math. 37(2):111--130, 2021): showing that if the coefficients of an elliptic operator in non-divergence form are of Dini mean oscillation, then its Green's function has the same asymptotic behavior near the pole $x_0$ as that of the corresponding Green's function for the elliptic equation with constant coefficients frozen at $x_0$.
