Rchr
J-GLOBAL ID:201101026817045508   Update date: Apr. 14, 2021

Bannai Shinzo

バンナイ シンゾウ | Bannai Shinzo
Affiliation and department:
Research field  (1): Algebra
Research keywords  (8): Inverse Galois problem ,  Singularities ,  Cremona group ,  Branched covers ,  Algebraic Geometry ,  Zariski pair ,  Elliptic surfaces ,  Plane algebraic curves
Research theme for competitive and other funds  (1):
  • 2018 - 2022 平面代数曲線の埋め込み位相の研究の新展開 (課題番号:18K03262)
Papers (14):
  • Shinzo Bannai, Hiro-o Tokunaga. Elliptic surfaces of rank one and the topology of cubic-line arrangements. Journal of Number Theory. 2020
  • Shinzo Bannai, Momoko Ohno. Two-graphs and the Embedded Topology of Smooth Quartics and its Bitangent Lines. Canadian Mathematical Bulletin. 2020. 1-11
  • S. Bannai, H. Tokunaga. Zariski tuples for a smooth cubic and its tangent lines. Proc. Japan Acad., Ser. A, 96(2), pp18--21. 2020. 96. 2. 18-21
  • Shinzo Bannai, Hiro-o Tokunaga, Momoko Yamamoto. Rational points of elliptic surfaces and the topology of cubic-line, cubic-conic-line arrangements. Hokkaido Math. J., Vol. 49 (2020), pp.289-302. 2020
  • Shinzo Bannai, Taketo Shirane. Nodal curves with a contact-conic and Zariski pairs. Advances in Geometry. 2019. 19. 4. 555-572
more...
MISC (4):
  • E. Artal Bartolo, S. Bannai, T. Shirane, H.Tokunaga. Torsion divisors of plane curves with maximal flexes and Zariski pairs. arXiv:1910.06490. 2020
  • Steven Platt, Matthew Allen, Jason Wolfe. Immersion Education atTGUISS. Bulletin of Tokyo Gakugei University International Secondary School. 2014. 7. 145-149
  • 徳永浩雄, 坂内真三. 2次元 versal Galois 被覆と有限群のクレモナ群への埋め込み. 数理解析研究所講究録. 2006. 1501. 96-106
  • 坂内 真三. versal Galois covering について. NAGOYA MATHEMATICAL LECTURES. 2006. 6. 78-79
Lectures and oral presentations  (39):
  • An introduction to the classification problem of the embedded topology of projective plane curves
    (Handayama Seminar on Geometry & Algebra 2021)
  • 射影平面曲線の埋め込み位相の分類問題とその展開
    (令和2年度第1回徳島数学談話会 2020)
  • Torsion divisors of plane curves and Zariski pairs
    (17th Symposium of Algebraic curves 2019)
  • The topology of cubic-line arrangements
    (Geometries in Pyrenees 2019)
  • The matroid structure of vectors of the Mordell-Weil lattice and the embedded topology of certain plane curve arrangements
    (Hokkaido Summer Institute 2019 Recent advances in matroids and Tutte polynomials 2019)
more...
Professional career (1):
  • Doctor of Science (Tokyo Metropolitan University)
Work history (11):
  • 2021/04 - 現在 Okayama University of Science Faculty of Science Department of Applied Mathematics
  • 2018/04 - 2021/03 Ibaraki National College of Technology
  • 2017/04 - 2018/03 Ibaraki National College of Technology
  • 2014/01 - 2017/03 Ibaraki National College of Technology Department of Natural Sciences Lecturer
  • 2011/09 - 2013/12 東京学芸大付属国際中等教育学校 数学科 講師アシスタント
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Association Membership(s) (1):
THE MATHMATICAL SOCIETY OF JAPAN
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