Rchr
J-GLOBAL ID:201901018323859029   Update date: Feb. 01, 2024

Naoyuki Monden

モンデン ナオユキ | Naoyuki Monden
Affiliation and department:
Research field  (1): Geometry
Research keywords  (1): 位相幾何学
Research theme for competitive and other funds  (3):
  • 2020 - 2025 写像類群を用いたシンプレクティック4次元多様体の研究
  • 2016 - 2021 Study of the geography for 4-dimensional topology and of surgery via mapping class groups
  • 2013 - 2017 Construction of 4 dimensional manifolds using mapping class groups and its applications
Papers (21):
  • Anar Akhmedov, Naoyuki Monden. Geography of symplectic 4-manifolds admitting Lefschetz fibrations and their indecomposability. (accepted for publication in Journal of the Mathematical Society of Japan). 2023
  • R. İnanç Baykur, Kenta Hayano, Naoyuki Monden. Unchaining surgery and topology of symplectic 4-manifolds. Mathematische Zeitschrift. 2023. 303
  • Naoyuki Monden. On minimal generating sets for the mapping class group of a punctured surface. (accepted for publication in Israel Journal of Mathematics). 2021
  • Anar Akhmedov, Naoyuki Monden. THE EXISTENCE OF AN INDECOMPOSABLE MINIMAL GENUS TWO LEFSCHETZ FIBRATION. OSAKA JOURNAL OF MATHEMATICS. 2021. 58. 1. 29-36
  • Anar Akhmedov, Naoyuki Monden. Genus 2 Lefschetz fibrations with b(2)(+)=1 and c(1)(2)=1, 2. KYOTO JOURNAL OF MATHEMATICS. 2020. 60. 4. 1419-1451
more...
MISC (7):
  • Susumu Hirose, Naoyuki Monden. On generating mapping class groups by pseudo-Anosov elements. 2023
  • 門田直之. 写像類群の生成系に関する研究の変遷. 第60回 トポロジーシンポジウム 講演集. 2022. 1-10
  • Tulin Altunoz, Naoyuki Monden, Mehmetcik Pamuk, Oguz Yildiz. Generating the Level 2 Subgroup by Involutions. 2022
  • Naoyuki Monden. On the geography of Lefschetz fibrations. 2015. II. 297-325
  • 小林 竜馬, 門田 直之. LEFSCHETZ PENCILS AND FINITELY PRESENTED GROUPS (The Topology and the Algebraic Structures of Transformation Groups). 数理解析研究所講究録. 2014. 1922. 1922. 84-89
more...
Lectures and oral presentations  (86):
  • Lefschetz fibrations on ruled surfaces and their applications
    (Four dimensional topology 2023)
  • 写像類群の生成系に関する研究の変遷
    (第69回 トポロジーシンポジウム 2022)
  • Generating sets for mapping class groups
    (The 17th East Asian Conference on Geometric Topology 2022)
  • 写像類群の最小の生成系について
    (早稲田双曲幾何幾何学的群論セミナー 2021)
  • 点付き写像類群の最小の生成系について
    (東京女子大学トポロジーセミナー 2021)
more...
Professional career (1):
  • 博士(理学) (大阪大学)
Committee career (11):
  • 2023/04 - 現在 トポロジーML 補助司会者
  • 2020/01 - 現在 N-KOOKセミナー 世話人
  • 2019/10 - 2020/01 研究集会「ひねる代数~Hurwitz actionとその周辺~」 世話人
  • 2017/07 - 2017/10 研究集会「ハンドル体結び目とその周辺10・Hurwitz action 7」 世話人
  • 2016/07 - 2016/10 研究集会「Hurwitz action 6」 世話人
Show all
Association Membership(s) (1):
日本数学会
※ Researcher’s information displayed in J-GLOBAL is based on the information registered in researchmap. For details, see here.

Return to Previous Page