activity
20082025
most citedBlowing up and down compacta with geometrically finite convergence actions of a group

8 citations · 25 across the 12 of their papers we have counts for

collaborators

13 papers

math.GT2025

Harmonic measures and rigidity for transverse foliations on Seifert -manifolds

Masanori Adachi, Yoshifumi Matsuda, Hiraku Nozawa

Thurston proposed, in part of an unfinished manuscript, to study surface group actions on by using an -connection on the suspension bundle obtained from a harmonic measu…

math.GR2024

Relative simplicity of the universal coverings of transformation groups and Tsuboi's metric

Morimichi Kawasaki, Mitsuaki Kimura, Hiroki Kodama +3

Many transformation groups on manifolds are simple, but their universal coverings are not. In the present paper, we study the concept of relatively simple group, that is, a group w…

math.GT2022

Harmonic measures and rigidity for surface group actions on the circle

Masanori Adachi, Yoshifumi Matsuda, Hiraku Nozawa

We study rigidity properties of actions of a torsion-free lattice of on the circle . We follow the approaches of Frankel and Thurston proposed in pre…

math.GR2016

Invariable generation of certain groups of piecewise linear homeomorphisms of the interval

Yoshifumi Matsuda, Shigenori Matsumoto

We show that certain groups of piecewise linear homeomorphims of the interval are invariably generated.

math.DS2015

Rotation number and lifts of a Fuchsian action of the modular group on the circle

Yoshifumi Matsuda

We characterize the semi-conjugacy class of a Fuchsian action of the modular group on the circle in terms of rotation numbers of two standard generators and that of their product.…

math.GR2013★ 1 cited

On relative hyperbolicity for a group and relative quasiconvexity for a subgroup

Yoshifumi Matsuda, Shin-ichi Oguni, Saeko Yamagata

We consider two families of subgroups of a group. Each subgroup which belongs to one family is contained in some subgroup which belongs to the other family. We then discuss relatio…