Sandie Han

collaborators

2 papers

math.GR2019

Subgroups of $S L_{2} (Z)$ characterized by certain continued fraction representations

Sandie Han, Ariane M. Masuda, Satyanand Singh +1

For positive integers $u$ and $v$ , let $L_{u} = [1 u 01]$ and $R_{v} = [10 v 1]$ . Let $S_{u, v}$ be the monoid genera…

math.NT2018

Mean Row Values in $(u, v)$ -Calkin-Wilf Trees

Sandie Han, Ariane M. Masuda, Satyanand Singh +1

We fix integers $u, v \geq 1$ , and consider an infinite binary tree $T^{(u, v)} (z)$ with a root node whose value is a positive rational number $z$ . For every vertex $a / b$ ,…

Subgroups of SL2​(Z) characterized by certain continued fraction representations

Mean Row Values in (u,v)-Calkin-Wilf Trees

Subgroups of $S L_{2} (Z)$ characterized by certain continued fraction representations

Mean Row Values in $(u, v)$ -Calkin-Wilf Trees