Yuuki Tadokoro

collaborators

2 papers

math.GR2025

On the structure of groups defined by Kim and Manturov

Carl-Fredrik Nyberg-Brodda, Takuya Sakasai, Yuuki Tadokoro +1

We study the structure of a series of groups $Γ_{n}^{4}$ defined by Kim and Manturov. We show that the groups are finite for all $n \geq 6$ and in fact they are 2-step nilpotent $2$ -gro…

math.GT2025

Minimal generating sets of groups of Kim-Manturov

Takuya Sakasai, Yuuki Tadokoro, Kokoro Tanaka

We consider a series of groups defined by Kim and Manturov. These groups have their background in triangulations of a surface and configurations of points, lines or circles on the…