论文标题
具有可测量系数的一类一级椭圆方程的广义蒙特尔定理
A generalized Montel theorem for a class of first order elliptic equations with measurable coefficients
论文作者
论文摘要
在本文中，我们证明了Montel定理对一类一类椭圆方程的概括，具有涉及Hodge-DiRAC运算符的可测量系数。然后，我们将此结果应用于二阶均匀椭圆方程的序列，具有可测量的差异形式的系数，并表明这将导致此类序列的预熟度结果。
In this paper we prove a generalization of Montel's theorem for a class of first order elliptic equations with measurable coefficients involving Hodge-Dirac operators. We then apply this result to sequences of solutions of second order uniformly elliptic equations with measurable coefficients on divergence form and show that this results in a precompactness result for such sequences.
