Researcher Information
Teacher Basic Information
Teacher Information
Other Affiliation
Academic Background
Career
Academic Society and Social Activity
Reward
Teaching Experiences
Thesis Advising
Teacher Activity Information
Field of Research
Research Keyword
Academic Thesis
MISC
Bibliography
Conference
Works
Competitive research funds
Contributions
Patents
Other Research Achivements
Educational Improvement Achievement
On-campus Conference Management
Off-Campus Operations
Off-campus Conference Management
Social Contribution
Basic information
Name
Bannai Shinzo
Belonging department
Occupation name
researchmap researcher code
B000000212
researchmap agency
Okayama University of Science
Teacher Basic Information
Teacher Information
Full-Time Teacher
Other Affiliation
Academic Background
2004/04/2008/03/Tokyo Metropolitan University/Graduate School of Science/Department of Mathematics/Japan
2002/04/2004/03/Tokyo Metropolitan University/Graduate School of Science/Department of Mathematics/Japan
Career
2021/04/Okayama University of Science/Faculty of Science, Department of Applies Mathematics
2018/04/2021/03/National Institute of Technology, Ibaraki College
2014/01/2017/03/National Institute of Technology, Ibaraki College
Academic Society and Social Activity
The Mathematical Society of Japan
Reward
Teaching Experiences
2024 専門英語 岡山理科大学
2024 専門英語ⅠＡ 岡山理科大学
2024 代数学特論A 岡山理科大学
2024 数理科学セミナーI 岡山理科大学
2024 コンプリヘンシブ数学演習Ⅰ 岡山理科大学
Show All（43 Line）
2024 コンプリヘンシブ数学演習Ⅲ 岡山理科大学
2024 卒業研究Ⅰ 岡山理科大学
2024 特別研究Ⅰ 岡山理科大学
2024 特別研究Ⅲ 岡山理科大学
2024 線型代数学と演習Ⅴ 岡山理科大学
2024 線型代数学と演習Ⅴ 岡山理科大学
2024 ゼミナールⅠ 岡山理科大学
2024 ゼミナールⅡ 岡山理科大学
2024 特別研究Ⅰ 岡山理科大学
2024 特別研究Ⅱ 岡山理科大学
2023 代数学と演習Ⅳ 岡山理科大学
2023 演算の数理Ⅱ 岡山理科大学
2023 コンプリヘンシブ数学演習Ⅱ 岡山理科大学
2023 卒業研究Ⅱ 岡山理科大学
2023 特別研究Ⅱ 岡山理科大学
2023 専門英語ⅠＢ 岡山理科大学
2023 専門英語ⅠＡ 岡山理科大学
2023 線型代数学と演習Ⅴ 岡山理科大学
2023 線型代数学と演習Ⅴ 岡山理科大学
2023 専門英語 岡山理科大学
2023 代数学特論A 岡山理科大学
2023 数理科学セミナーI 岡山理科大学
2023 コンプリヘンシブ数学演習Ⅰ 岡山理科大学
2023 卒業研究Ⅰ 岡山理科大学
2023 卒業研究Ⅱ 岡山理科大学
2023 特別研究Ⅰ 岡山理科大学
2023 ゼミナールⅠ 岡山理科大学
2023 特別研究Ⅰ 岡山理科大学
2022 代数学演習Ⅱｂ 岡山理科大学
2022 フューチャーマセマティックス 岡山理科大学
2022 代数学演習Ⅱａ 岡山理科大学
2022 代数学と演習Ⅳ 岡山理科大学
2022 演算の数理Ⅱ 岡山理科大学
2022 卒業研究Ⅱ 岡山理科大学
2022 専門英語ⅠＢ (応数) 岡山理科大学
2022 線型代数学と演習Ⅴ 【火１金１】 ＭＢクラス 岡山理科大学
2022 線型代数学と演習Ⅴ 【火２金２】 ＭＡクラス 岡山理科大学
2022 卒業研究Ⅰ 岡山理科大学
Collapse The View
Thesis Advising
2023/8
2022/5
2021/4
2018/1
Teacher Activity Information
Field of Research
自然科学一般 代数学 代数幾何学
Research Keyword
algebraic surfaces, algebraic curves, branched Galois covers, Zariski pairs
Academic Thesis
2023/04/
Ramified and split models of elliptic surfaces and bitangent lines or quartics
/S.Bannai, H.Tokunaga and E.Yorisaki/Joint Author/
Comment. Math.Univ. St. Paul.
2023/04/
Torsion divisors of plane curves and Zariski pairs
/E.Artal Bartolo, S.Bannai, T.Shirane and H.Tokunaga/Joint Author/
St. Petersburg Math. J
2023/04/
Torsion divisors of plane curves with maximal flexes and Zariski pairs
/E.Artal Bartolo, S.Bannai, T.Shirane and H.Tokunaga/Joint Author/
Math. Nachr.
2022/04/
Trisections on Certain Rational Elliptic Surfaces and Families of Zariski Pairs Degenerating to the same Conic-line Arrangement
/S.Bannai, N.Kawana, R.Masuya and H.Tokunaga/Joint Author/
Geom. Dedicata
2021/04/Elliptic surfaces of rank one and the topology of cubic-line arrangements/S.Bannai and H.Tokunaga/Joint Author/Journal of Number Theory
Show All（18 Line）
2020/04/
Rational points of elliptic surfaces and the topology of cubic-line, cubic-conic-line arrangements
/S.Bannai, H.Tokunaga and M.Yamamoto/Joint Author/
Hokkaido Math. J
2020/04/
Two-graphs and the embedded topology of smooth quartics and its bitangent lines
/S.Bannai and M.Ohno/Joint Author/
Canad. Math. Bull.
2020/04/
Zariski tuples for a smooth cubic and its tangent lines
/S.Bannai and H.Tokunaga/Joint Author/
Proc. Japan Acad., Ser. A Math. Sci.
2019/04/
A note on the topology of arrangements for a smooth plane quartic and its bitangent lines
/S.Bannai, H.Tokunaga and M.Yamamoto/Joint Author/
Hiroshima Math. J.
2019/04/
Nodal curves with a contact-conic and Zariski pairs
/S.Bannai and T.Shirane/Joint Author/
Adv. Geom.
2019/04/
The matroid structure of vectors of the Mordell-Weil lattice and the topology of plane quartics and bitangent lines
/R.Sato and S.Bannai/Joint Author/
Monogr. Semin. Mat. Garcia Galdeano
2017/04/
Geometry of bisections of elliptic surfaces and Zariski N-plets II
/S.Bannai and H.Tokunaga/Joint Author/
Topol. Appl.
2017/04/
On the topology of arrangements of a cubic and its inflectional tangents
/S.Bannai, B. Guerville-Balle, T. Shirane and H.Tokunaga/Joint Author/
Proc. Japan Acad., Ser. A
2016/04/
A note on splitting curves of plane quartics and multi-sections of rational elliptic surfaces
/S.Bannai/Sole Author/
Topol. Appl.
2015/04/
Geometry of bisections of elliptic surfaces and Zariski N-plets for conic arrangements
/S.Bannai and H.Tokunaga/Joint Author/
Geometriae Dedicata
2013/04/
Relative dihedral group actions on rational elliptic surfaces
/S.Bannai/Sole Author/
Kyushu J. Math.
2007/04/
A note on embeddings of S
4
and A
5
into the two-dimensional Cremona group and versal Galois covers
/S.Bannai and H.Tokunaga/Joint Author/
Publ. RIMS Kyoto Univ.
2007/04/
Construction of versal Galois coverings using toric varieties
/S.Bannai/Sole Author/
Osaka J. Math
Collapse The View
MISC
Bibliography
Conference
Works
Competitive research funds
2023/04/01/2028/03/31/JSPS KAKENHI Grant Number JP23K03042/Japan Society for the Promotion of Science
2018/04/01/2024/03/31/JSPS KAKENHI Grant Number JP 18K03263/Japan Society for the Promotion of Science
Contributions
Patents
Other Research Achivements
Educational Improvement Achievement
On-campus Conference Management
Off-Campus Operations
Off-campus Conference Management
Social Contribution
