Motoko Kato - My portal - researchmap

Profile Information

Affiliation: Faculty of Education, University of the Ryukyus

Contact information: katomedu.u-ryukyu.ac.jp
J-GLOBAL ID: 201901018537840546
researchmap Member ID: B000354119

Research Areas

1

Natural sciences / Geometry /

Papers

5

Acylindrical hyperbolicity of Artin groups associated with graphs that are not cones

Motoko Kato, Shin-ichi Oguni

Groups, Geometry, and Dynamics, Mar 27, 2024 Peer-reviewed
Semi-simple actions of the Higman-Thompson groups $$T_n$$ on finite-dimensional CAT(0) spaces

Motoko Kato

Geometriae Dedicata, 217(5), Jul 31, 2023 Peer-reviewed
ACYLINDRICAL HYPERBOLICITY OF ARTIN–TITS GROUPS ASSOCIATED WITH TRIANGLE-FREE GRAPHS AND CONES OVER SQUARE-FREE BIPARTITE GRAPHS

MOTOKO KATO, SHIN-ICHI OGUNI

Glasgow Mathematical Journal, 64(1) 51-64, Jan, 2022 Peer-reviewed
On groups whose actions on finite-dimensional CAT(0) spaces have global fixed points

Motoko Kato

Journal of Group Theory, Jun, 2019 Peer-reviewed
Embeddings of right-angled Artin groups into higher-dimensional Thompson groups

Kato Motoko

Journal of Algebra and Its Applications, 17(8) 1850159, 2018 Peer-reviewed

Misc.

3

ACYLINDRICAL HYPERBOLICITY FOR SOME ARTIN GROUPS (Women in Mathematics)

KATO, MOTOKO, OGUNI, SHIN-ICHI

RIMS Kokyuroku, 2248 101-102, Apr, 2023
On some demonstrative embeddings into higher dimensional Thompson groups (離散群と双曲空間のトポロジーと解析)

Kato Motoko

数理解析研究所講究録, (2062) 88-93, Apr, 2018
HIGHER DIMENSIONAL THOMPSON GROUPS HAVE SERRE'S PROPERTY FA (Topology, Geometry and Algebra of low-dimensional manifolds)

Kato Motoko

RIMS Kokyuroku, 1991(1991) 82-87, Apr, 2016

Research Projects

3

Thompson群Vの非正曲率性の研究と低次元トポロジーへの展開

科学研究費助成事業, 若手研究, 日本学術振興会, Apr, 2020 - Mar, 2025

加藤本子
円の自己同相写像の成す有限生成群の剛性について

科学研究費助成事業, 研究活動スタート支援, 日本学術振興会, Aug, 2019 - Mar, 2023

加藤本子
幾何学的手法による群の分類と暗号理論への応用

戦略的な研究開発の推進戦略的創造研究推進事業 ACT-X, 科学技術振興機構, 2020 - 2022

加藤本子