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J-GLOBAL ID：200901027350086068   Update date: Sep. 21, 2023

Hirose Susumu

ヒロセ ススム | Hirose Susumu
Research field  (1)： Geometry
Research keywords  (1)： Low-dimensional topology
Research theme for competitive and other funds  (2)：
  • 1994 - 部分多様体の写像類群に関する研究
  • 1994 - Mapping class groups of submanifolds
Papers (29)：
  • Susumu Hirose, Daiki Iguchi, Eiko Kin, Yuya Koda. Goeritz Groups of Bridge Decompositions. INTERNATIONAL MATHEMATICS RESEARCH NOTICES. 2021
  • Susumu Hirose, Eiko Kin. A construction of pseudo-Anosov braids with small normalized entropies. New York Journal of Mathematics. 2020. 26. 562-597
  • Susumu Hirose, Eiko Kin. On hyperbolic surface bundles over the circle as branched double covers of the3-sphere. PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY. 2020. 148. 1805-1814
  • Grzegorz Gromadzki, Susumu Hirose, Blazej Szepietowski. On topological classification of finite cyclic actions on bordered surfaces. NAGOYA MATHEMATICAL JOURNAL. 2018. 230. 102-143
  • Susumu Hirose. Generators for the mapping class group of a nonorientable surface. Kodai Mathematical Journal. 2018. 41. 1. 154-159
ｍore...
MISC (4)：
  • 廣瀬 進. Dehn twist presentations of finite group actions on oriented closed surface of genus 4. 第16回代数曲線論シンポジウム 報告集. 2019. 125-133
  • 廣瀬 進. Dehn twist presentations of finite group actions on oriented closed surface of genus 4. 第16回代数曲線論シンポジウム 報告集. 2019. 125-133
  • Susumu Hirose. Dehn twist presentations of finite group actions on oriented surfaces of genus 3. 京都大学数理解析研究所講究録. 2018. 2060. 118-130
  • Susumu Hirose. Dehn twist presentations of finite group actions on oriented surfaces of genus 3. 京都大学数理解析研究所講究録. 2018. 2060. 118-130
Lectures and oral presentations  (35)：
  • 擬アノソフ同相写像による写像類群の生成について
    (Geometry in Low dimensions 2022 2022)
  • 3次元多様体の2重分岐被覆となる曲面束の擬アノソフモノドロミーのエントロピーについて
    (研究集会「結び目の数理 V」 2022)
  • Goeritz groups of bridge decompositions
    (2019年度「リーマン面・不連続群論」研究集会 2020)
  • Goeritz groups of bridge spheres and wicket groups
    (研究集会「拡大KOOK セミナー2019」 2019)
  • Dehn twist presentations of finite group actions on oriented closed surface of genus 4
    (第 16 回代数曲線論シンポジウム 2018)
ｍore...
Professional career (1)：
  • Doctor (Mathematical Science) (The University of Tokyo)
Committee career (1)：
  • 2015/07/01 - 2017/06/30 日本数学会 学会誌及び論文誌の編集者
Association Membership(s) (1)：
日本数学会
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