论文标题
Morse-Radó理论的最小表面
Morse-Radó Theory for Minimal Surfaces
论文作者
论文摘要
对于在最小表面理论中自然出现的一类函数（称为最小辐射函数），我们以边界数据和函数域的欧拉特征来绑定内部临界点（计数多重性）的数量。
For a class of functions (called minimal Radó functions) that arise naturally in minimal surface theory, we bound the number of interior critical points (counting multiplicity) in terms of the boundary data and the Euler characteristic of the domain of the function.
