Kunkun Song

most citedA remark on the extreme value theory for continued fractions

4 citations · 4 across the 2 of their papers we have counts for

collaborators

2 papers

math.NT2024

Multifractal analysis of the growth rate of digits in Schneider's $p$ -adic continued fraction dynamical system

Kunkun Song, Wanlou Wu, Yueli Yu +1

Let $Z_{p}$ be the ring of $p$ -adic integers and $a_{n} (x)$ be the $n$ -th digit of Schneider's $p$ -adic continued fraction of $x \in p Z_{p}$ . We study the growth rate of…

math.NT2016★ 4 cited

A remark on the extreme value theory for continued fractions

Lulu Fang, Kunkun Song

Let $x$ be a irrational number in the unit interval and denote by its continued fraction expansion $[a_{1} (x), a_{2} (x), \dots, a_{n} (x), \dots]$ . For any $n \geq 1$ , write $T_n(x) = \…

Multifractal analysis of the growth rate of digits in Schneider's p-adic continued fraction dynamical system

A remark on the extreme value theory for continued fractions

Multifractal analysis of the growth rate of digits in Schneider's $p$ -adic continued fraction dynamical system