Z. Li

collaborators

2 papers

math.DS2026

Topological Expansivity and Shadowing for Anosov Diffeomorphisms

Z. Li, C. A. Morales, S. Romaña +1

We show that every Anosov diffeomorphism is topologically expansive in the sense of [9]. We also prove that Lipschitz shadowing forces the stable and unstable bundles to be uniform…

math.DS2026

Affine Anosov Maps on $R^{n}$ : Classification, Index Spectrum, and Stability at Infinity

Z. Li, A. Rojas, S. Romaña

For $n \geq 2$ , we classify the affine diffeomorphisms $f_{A, v} (x) = A x + v$ on $R^{n}$ that admit a complete Riemannian metric with respect to which they are Anosov. Such a metric…

Topological Expansivity and Shadowing for Anosov Diffeomorphisms

Affine Anosov Maps on Rn: Classification, Index Spectrum, and Stability at Infinity

Affine Anosov Maps on $R^{n}$ : Classification, Index Spectrum, and Stability at Infinity