Jihua Ma

activity

20112022

most citedLevel sets of multiple ergodic averages

11 citations · 14 across the 4 of their papers we have counts for

collaborators

5 papers

math.NT2022

Dimensions of certain sets of continued fractions with non-decreasing partial quotients

Lulu Fang, Jihua Ma, Kunkun Song +1

Let $[a_{1} (x), a_{2} (x), a_{3} (x), \dots]$ be the continued fraction expansion of $x \in (0, 1)$ . This paper is concerned with certain sets of continued fractions with non-decreasing partia…

math.NT2020

Some exceptional sets of Borel-Bernstein Theorem in continued fractions

Lulu Fang, Jihua Ma, Kunkun Song

Let $[a_{1} (x), a_{2} (x), a_{3} (x), \dots]$ denote the continued fraction expansion of a real number $x \in [0, 1)$ . This paper is concerned with certain exceptional sets of the Borel-Bern…

math.NT2019★ 3 cited

Multifractal analysis of the convergence exponent in continued fractions

Fang Lulu, Song Kunkun

Let $x \in [0, 1)$ be a real number and denote its continued fraction expansion by $[a_{1} (x), a_{2} (x), a_{3} (x), \dots]$ . The convergence exponent of these partial quotients is defined a…

math.FA2018

Fourier decay rate of coin-tossing type measures

Xiang Gao, Jihua Ma, Kunkun Song +1

The Fourier decay rate of a coin-tossing type measure is investigated. Explicit estimation is given. Our method relies upon a classical result of Hartman and Kershner. As an applic…

math.DS2011★ 11 cited

Level sets of multiple ergodic averages

Fan Ai-Hua, Lingmin Liao, Ji-Hua Ma

We propose to study multiple ergodic averages from multifractal analysis point of view. In some special cases in the symbolic dynamics, Hausdorff dimensions of the level sets of mu…