论文标题
算术流形的明显长度模式刚度
Marked length pattern rigidity for arithmetic manifolds
论文作者
论文摘要
在本文中，我们证明了明显长度刚度的旋转版本。有两个后果。第一个是算术双曲线局部对称歧管的标记长度图案刚度。第二个是在表面和封闭的局部对称歧管上加强标记的长度光谱刚度。
In this paper, we prove a cocycle version of marked length spectrum rigidity. There are two consequences. The first is marked length pattern rigidity for arithmetic hyperbolic locally symmetric manifolds. The second is strengthen marked length spectrum rigidity for surfaces and closed locally symmetric manifolds.
