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Dynamical Systems
An International Journal
Volume 27, 2012 - Issue 2
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Original Articles

Density of metric entropies for linear toral automorphisms

Peng Sun China Economics and Management Academy, Central University of Finance and Economics, Beijing 100081, ChinaCorrespondence[email protected]
Pages 197-204 | Received 04 Jul 2011, Accepted 07 Dec 2011, Published online: 18 Jan 2012

Citations (9)

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Read on this site (1)

Peng Sun. (2021) Equilibrium states of intermediate entropies. Dynamical Systems 36:1, pages 69-78.
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Articles from other publishers (8)

Yong Ji, Ercai Chen & Zijie Lin. (2022) High pointwise emergence and Katok’s conjecture for symbolic systems with non-uniform structure. Nonlinearity 35:10, pages 5226-5248.
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Peng Sun. (2020) Unique Ergodicity for Zero-entropy Dynamical Systems with the Approximate Product Property. Acta Mathematica Sinica, English Series 37:2, pages 362-376.
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Peng Sun. (2020) Zero-entropy dynamical systems with the gluing orbit property. Advances in Mathematics 372, pages 107294.
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Ming Li, Yi Shi, Shirou Wang & Xiaodong Wang. (2020) Measures of intermediate entropies for star vector fields. Israel Journal of Mathematics 240:2, pages 791-819.
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Peng Sun. (2020) Denseness of intermediate pressures for systems with the Climenhaga-Thompson structures. Journal of Mathematical Analysis and Applications 487:2, pages 124027.
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Lifan Guan, Peng Sun & Weisheng Wu. (2017) Measures of intermediate entropies and homogeneous dynamics. Nonlinearity 30:9, pages 3349-3361.
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WEISHENG WU. (2015) Schmidt games and non-dense forward orbits of certain partially hyperbolic systems. Ergodic Theory and Dynamical Systems 36:5, pages 1656-1678.
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Anthony Quas & Terry Soo. (2015) Ergodic universality of some topological dynamical systems. Transactions of the American Mathematical Society 368:6, pages 4137-4170.
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