论文标题
4腹部的符号符号的部分双曲线体现的几何形状
Geometry of symplectic partially hyperbolic automorphisms on 4-torus
论文作者
论文摘要
我们研究了整数符号矩阵产生的4维圆环的拓扑特性。主要分类元素是由自动形态不稳定叶子产生的叶片拓扑结构。有两种不同的情况，可传递和分解的情况。对于两种情况，都给出了分类。
We study topological properties of automorphisms of 4-dimensional torus generated by integer symplectic matrices. The main classifying element is the structure of the topology of a foliation generated by unstable leaves of the automorphism. There two different case, transitive and decomposable ones. For both case the classification is given.
