论文标题
符号符号部分甲状腺素自动形态为6多头
Symplectic Partially Hyperbolic Automorphisms of 6-Torus
论文作者
论文摘要
我们研究了由整数矩阵产生的6维圆环的自态拓扑特性相对于六维线性空间中的标准符号结构，或由整数旋钮旋转 - 对称非对称的非对数非对数的非标准符号结构。这样的符号矩阵如果在单位圆的外部和单位圆上都具有特征值，则会产生圆环的部分双曲线自动形态。我们研究了案例（2,2,2），数字是矩阵的稳定，中心和不稳定子空间的维度。我们在此处研究可能的及时及其可分解案例，并在这两种情况下都呈现一个分类。
We study topological properties of automorphisms of a 6-dimensional torus generated by integer matrices symplectic with respect to either the standard symplectic structure in six-dimensional linear space or a nonstandard symplectic structure given by an integer skew-symmetric non-degenerate matrix. Such a symplectic matrix generates a partially hyperbolic automorphism of the torus, if it has eigenvalues both outside and on the unit circle. We study the case (2,2,2), numbers are dimensions of stable, center and unstable subspaces of the matrix. We study transitive and decomposable cases possible here and present a classification in both cases.
