论文标题
在无差异（形式结合类型）上漂移
On divergence-free (form-bounded type) drifts
论文作者
论文摘要
我们为椭圆形的kolmogorov操作员开发了规律性理论，在大型类别（或更一般而言，具有单一差异）的漂移中，无差异的漂移。我们证明的关键步骤是“ Caccioppoli的迭代”，此外还使用了古典的De Giorgi迭代和Moser的方法。
We develop regularity theory for elliptic Kolmogorov operator with divergence-free drift in a large class (or, more generally, drift having singular divergence). A key step in our proofs is "Caccioppoli's iterations", used in addition to the classical De Giorgi's iterations and Moser's method.
