Badly approximable sets for expanding Markov maps (Q6672034): Difference between revisions

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+Techniques in fractal geometry
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+Dimension of countable intersections of some sets arising in expansions in non-integer bases
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+Thermodynamic formalism and multifractal analysis of conformal infinite iterated function systems
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+On Schmidt's game and the set of points with non-dense orbits under a class of expanding maps
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+Chaotic and topological properties of \(\beta \)-transformations
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+The shrinking target problem in the dynamical system of continued fractions
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+THE DISTAL AND ASYMPTOTIC SETS FOR CONTINUED FRACTIONS
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+Dimensions and Measures in Infinite Iterated Function Systems
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+Q4724859
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+Schmidt games and Markov partitions
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+The Hausdorff dimension of the set of points with nondense orbit under a hyperbolic dynamical system
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+On the distal and asymptotic sets for \(\beta\)-transformations
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+METRIC AND DIMENSIONAL PROPERTIES OF THE BADLY APPROXIMABLE SET FOR BETA-TRANSFORMATIONS
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+Winning property of distal set for <i>β</i>-transformations
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+Hausdorff dimensions of recurrent and shrinking target sets under Lipschitz functions for expanding Markov maps
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+BADLY APPROXIMABLE AND NONRECURRENT SETS FOR EXPANDING MARKOV MAPS
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