47 citations to https://www.mathnet.ru/rus/faa29
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Tatiana Golenishcheva-Kutuzova, Anton Gorodetski, Victor Kleptsyn, Denis Volk, “Translation numbers define generators of $F_k^+\to\mathrm{Homeo}_+(\mathbb S^1)$”, Mosc. Math. J., 14:2 (2014), 291–308
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V. Kleptsyn, D. Volk, “Physical measures for nonlinear random walks on interval”, Mosc. Math. J., 14:2 (2014), 339–365
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Diaz L.J., Gelfert K., Rams M., “Almost Complete Lyapunov Spectrum in Step Skew-Products”, Dynam. Syst., 28:1 (2013), 76–110
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Gonchenko S.V., Gonchenko A.S., Ovsyannikov I.I., Turaev D.V., “Examples of Lorenz-Like Attractors in Henon-Like Maps”, Math. Model. Nat. Phenom., 8:5 (2013), 48–70
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Diaz L.J., Gelfert K., “Porcupine-Like Horseshoes: Topological and Ergodic Aspects”, Progress and Challenges in Dynamical Systems, Springer Proceedings in Mathematics & Statistics, 54, eds. Ibanez S., DelRio J., Pumarino A., Rodriguez J., Springer-Verlag Berlin, 2013, 199–219
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Homburg A.J., “Circle Diffeomorphisms Forced by Expanding Circle Maps”, Ergod. Theory Dyn. Syst., 32:Part 6 (2012), 2011–2024
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Ilyashenko Yu., Negut A., “Holder Properties of Perturbed Skew Products and Fubini Regained”, Nonlinearity, 25:8 (2012), 2377–2399
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Diaz L.J., Gelfert K., “Porcupine-Like Horseshoes: Transitivity, Lyapunov Spectrum, and Phase Transitions”, Fundam. Math., 216:1 (2012), 55–100
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В. А. Клепцын, П. С. Салтыков, “О $C^2$-устойчивых проявлениях перемежаемости аттракторов в классах сохраняющих границу отображений”, Тр. ММО, 72, № 2, МЦНМО, М., 2011, 249–280
; V. A. Kleptsyn, P. S. Saltykov, “On $C^2$-stable effects of intermingled basins of attractors in classes of boundary-preserving maps”, Trans. Moscow Math. Soc., 72 (2011), 193–217
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Bonatti Ch., Díaz L.J., Gorodetski A., “Non-hyperbolic ergodic measures with large support”, Nonlinearity, 23:3 (2010), 687–705