46 citations · 84 across the 12 of their papers we have counts for
9 papers · 1 filter
Hausdorff dimension for exactly approximable matrices
Yubin He, Bixuan Li, Baowei Wang
We establish the Hausdorff dimension for exactly approximable matrices for all dimensions, including the inhomogeneous case. More precisely, let be a non-increa…
Metrical properties for the weighted products of multiple partial quotients in continued fractions
Ayreena Bakhtawar, Mumtaz Hussain, Dmitry Kleinbock +1
The classical Khintchine and Jarník theorems, generalizations of a consequence of Dirichlet's theorem, are fundamental results in the theory of Diophantine approximation. These the…
A note on weighted simultaneous Diophantine approximation on manifolds
Demi Allen, Baowei Wang
In this note, we present an improvement to a recent result due to Beresnevich, Levesley, and Ward (2021) pertaining to weighted simultaneous Diophantine approximation on manifolds.
Diophantine analysis of the expansions of a fixed point under continuum many bases
Fan Lv, Baowei Wang, Jun Wu
In this paper, we study the Diophantine properties of the orbits of a fixed point in its expansions under continuum many bases. More precisely, let be the beta-transformation…
Mahler's question for intrinsic Diophantine approximation on triadic Cantor set: the divergence theory
Bo Tan, Baowei Wang, Jun Wu
In this paper, we consider the intrinsic Diophantine approximation on the triadic Cantor set , i.e. approximating the points in by rational numbers insid…
Mass transference principle from rectangles to rectangles in Diophantine approximation
Baowei Wang, Jun Wu
By introducing a ubiquity property for rectangles, we prove the mass transference principle from rectangles to rectangles, i.e., if a sequence of rectangles forms a ubiquity system…