论文标题
具有单数非零差异矢量场的抛物线方程的规律性
Regularity for parabolic equations with singular non-zero divergence vector fields
论文作者
论文摘要
我们在发散形式的抛物线方程的热内核上建立了双面高斯边界，并具有单一的抗时率矢量场，可满足一些最小的假设。
We establish two-sided Gaussian bounds on the heat kernel of divergence-form parabolic equation with singular time-inhomogeneous vector field satisfying some minimal assumptions.
