Mahlers Problem in Metric Number Theory

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Number Theory, , Shrinking targets for nonautonomous dynamical systems corresponding to Cantor series expansions With: B. Mance, D. Urbanski Bull. Determinacy of Schmidt's game and other intersection games With: L. Crone and S. It's easy to apply online.

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Join us and discover why we're the choice of over 38, students. Skip to main content. College of Science Department of Mathematics. Systems, 39, Issue 3, , Quantative results using variants of Schmidt's game: dimension bounds, arithmetic progressions and more With: R. Paris, , Issue 8 , Extremality and dynamically defined measures, part I: Diophantine properties of quasi-decaying measures With: T.

Number Theory, , Shrinking targets for nonautonomous dynamical systems corresponding to Cantor series expansions With: B.

Urbanski Geom. Dedicata , , Extrinsic Diophantine approximation on manifolds and fractals With: D. Pures Appl. Ly and D.


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Simmons Bull. Urbanski J.

Mahler’s Problem in Metric Number Theory - Semantic Scholar

Nombres Bordeaux 26 , no. Simmons Proc. Number Theory , no.

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Number Theory - Lecture 1 - Divisibility of Integers

On simultaneous rational approximation to a real number and its integral powers. Bugeaud, Yann. Annales de l'Institut Fourier, Volume 60 no. We further address several open problems.