论文标题
HOPF和INOUE表面的连续性方程
The continuity equation on Hopf and Inoue surfaces
论文作者
论文摘要
我们研究了La Nave-Tian的连续性方程，该方程扩展到Sherman-Weinkove，Hopf和Inoue表面的Hermitian环境。在两种情况下，我们都证明了解决方案的先验估计值，以及inoue表面与圆的Gromov-Hausdorff收敛。
We study the continuity equation of La Nave-Tian, extended to the Hermitian setting by Sherman-Weinkove, on Hopf and Inoue surfaces. We prove a priori estimates for solutions in both cases, and Gromov-Hausdorff convergence of Inoue surfaces to a circle.
