论文标题
稳定等级为$ {\ Mathbf h^\ infty} $在有限边界的Riemann表面上
On Stable Rank of ${\mathbf H^\infty}$ on Coverings of Finite Bordered Riemann Surfaces
论文作者
论文摘要
我们证明，有限边界的riemann表面的无分支覆盖物上有界全态函数代数的低音稳定等级等于一个。
We prove that the Bass stable rank of the algebra of bounded holomorphic functions on an unbranched covering of a finite bordered Riemann surface is equal to one.
