[1 ] |
M.Yuri. The existence of an invariant stable foliation and the problem of reducing to a one-dimensional map. Proceeding of the Japan Academy.59 (1983),126-129.
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[2 ] |
M.Yuri. The existence of an invariant stable foliation and the problem of reducing to a one-dimensional map. Tokyo J.Math. 6 (1983),247-266.
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[3 ] |
M.Yuri. A construction of an invariant stable foliation by the shadowing lemma. Tokyo J.Math. 6 (1983),291-296.
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[4 ] |
M.Yuri. On a Bernoulli property for multi- dimensional mappings with a finite range structure. Tokyo J.Math. 9 (1986),457-485.
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[5 ] |
Sh.Ito & M.Yuri. Number theoretical transformations with finite range structure and their ergodic properties. Tokyo J.Math. 10 (1987),1-32.
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[6 ] |
M.Yuri. Invariant measures for certain multi-dimensional maps. Nonlinearity 7 (1994), 1093-1124.
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[7 ] |
M.Yuri. Multi-dimensional maps with
infinite invariant measures and countable state sofic shifts. Indagationes
Mathematicae 6 (1995), 355-383.
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[8 ] |
M.Yuri. Decay of correlations for certain multi-dimensional maps. Nonlinearity 9 (6) (1996), 1439-1461.
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[9 ] |
M.Yuri. On the convergence to equilibrium states for certain nonhyperbolic systems. Ergodic Theory and Dynamical systems 17 (1997), 977-1000.
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[10] |
M.Yuri. Zeta functions for certain nonhyperbolic systems and topological Markov approximations. Ergodic Theory and Dynamical systems 18 (1998), 1589-1612.
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[11] |
M.Pollicott, R.Sharp & M.Yuri.
Large deviations for maps with indifferent fixed points.
Nonlinearity 11 (1998), 1173-1184.
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[12] |
M.Pollicott & M.Yuri. Regularity of solutions to the measurable Livsic equation. Transaction of the American Mathematical Society. 351, No.2 (1999), 559 - 568
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[13] |
M.Yuri. Thermodynamic Formalism
for certain nonhyperbolic maps. Ergodic Theory and Dynamical Systems 19 (1999), 1365-1378.
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[14] |
M.Yuri. Statistical properties for nonhyperbolic maps with finite range structure. Trans.AMS , 352 (2000), 2369-2388.
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[15] |
M.Yuri. Weak Gibbs measures for certain non-hyperbolic systems. Ergodic Theory and Dynamical Systems 20 (2000), 1495-1518 .
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[16] |
M.Denker & M.Yuri. A note on the construction of nonsingular Gibbs measures. Colloquium Mathematicium, 84/85 (2000), 377-383.
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[17] |
M.Pollicott & M.Yuri. Statistical properties of maps with indifferent periodic points. Commun.Math.Phys. 217 (2001), 503-520.
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[18] |
M.Pollicott & M.Yuri. Zeta functions for certain multi-dimensional nonhyperblic maps. Nonlinearity 14 (2001), 1265-1278.
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[19] |
M.Yuri. On the speed of convergence to equilibrium states for multi-dimensional maps with indifferent periodic points. Nonlinearity 15 (2002), 429-445.
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[20] |
M.Yuri. Weak Gibbs measures and the local product structure. Ergodic Theory and Dynamical Systems 22 (2002), 1933-1955.
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[21] |
M.Yuri. Multifractal analysys of weak Gibbs measures for intermittent systems. Commun. Math. Phys. 230 (2002), 365-388.
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[22] |
M.Yuri. Thermodynamic Formalism for countable to one Markov systems. Trans. Amer. Math. Soc. 355 (2003), 2949-2971.
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[23] |
M.Yuri. Weak Gibbs measures for intermittent systems and weakly Gibbsian states in statistical mechanics. Commun. Math. Phys. 241 (2003), 453-466.
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[24] |
D.Fiebig, U.Fiebig and M.Yuri. Pressures and equilibrium states for countable Markov shifts. Israel.J.Math. 131 (2002), 221-257.
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[25] |
M.Yuri. Phase transition, Non-Gibbsianness and Subexponential Instability. Ergodic Theory and Dynamical Systems 25 (2005), 1325-1342.
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M.Yuri. Non-Gibbsianness of SRB measures for the natural extension of Intermittent systems. Ergodic Theory and Dynamical Systems 25 (2005), 1343-1356.
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M.Yuri. Large deviations for countable to one Markov systems. Commun. Math. Phys. 258 (2005), 455-474.
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[28] |
M.Yuri. Entropy production at weak Gibbs measures and a generalized variational principle. Ergodic Theory and Dynamical Systems 29 (2009), 1327-1347
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[29] |
M.Yuri. Polynomial decay of correlations for intermittent
sofic systems, Discrete and Continuous Dynamical Systems, 22 (2008), No. 1 & 2, 445-464. (A special issue dedicated to Yakov Pesin on the occasion of his 60th birthday.)
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[30] |
M.Yuri. Nonequilibrium steady states far from equilibrium
for intermittent sofic systems. Preprint.
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[31] |
Absolute continuity of natural extensions of weak Gibbs
measures for intermittent sofic systems. Preprint.
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