Lingmin Liao

collaborators

2 papers

math.NT2026

Hausdorff dimension of $τ$ -approximable points on self-similar sets in $R^{d}$

Yubin He, Lingmin Liao

Let $d \geq 1$ . Let $K \subset R^{d}$ be a non-singleton self-similar set generated by a finite strongly irreducible iterated function system satisfying the open set condition,…

math.NT2026

JarnÃk-type theorem for self-similar sets

Yubin He, Lingmin Liao

Let $K \subset R^{d}$ be a compact subset equipped with a $I^´$ -Ahlfors regular measure $I^¼$ . For any $I ¨ > 1/ d$ and any ``inhomogeneous'' vector $I^¸ \in R^{d}$ , le…

Hausdorff dimension of τ-approximable points on self-similar sets in Rd

JarnÃ­k-type theorem for self-similar sets

Hausdorff dimension of $τ$ -approximable points on self-similar sets in $R^{d}$

JarnÃk-type theorem for self-similar sets