systems, Geometric Measure Theory and Diophantine
game on fractals,
Israel J. Math. 171 (2009) no. 1, 77- 92
approximable matrices, Schmidt's game and fractals,
of Number Theory, 129. 9 (2009), 2133-2153
game, fractals, and numbers normal to no base,
Res. Lett. 17 (2010), no. 2, 307–321
R. Broderick, Y. Bugeaud, D. Kleinbock and B. Weiss).
approximations on fractals,
(with M. Einsiedler and U. Shapira).
game, fractals and orbits of toral endomorphisms,
appear in: Ergodic Theory and Dynamical Systems
R. Broderick and D. Kleinbock).
of diffeomorphic images of the badly approximable vectors,
and intersection with fractals, (with R. Broderick, D.
Kleinbock, A. Reich and B. Weiss).
Approximation on Cantor-like Sets, a Problem of Mahler,
(with R. Broderick, A. Reich and B. Weiss).
2010 Analysis Part II,
Logic and Set theory
2009 Analysis Part I
2009 Analysis Part II,
2008 Analysis Part I,
On a Personal Note...(here)