Research keywords (7):
(quasi-) Galois point
, automorphism group
, Algebraic function field
, Algebraic curves
, Algebraic surface
, 代数多様体
, Algebraic geometry
Research theme for competitive and other funds (5):
2018 - 2022 Development in geometric Galois theory and monodromy
2014 - 2018 Development and application of Galois point theory of projective varieties
2013 - 2016 Study on function fields of algebraic hypersurfaces focusing on projections, - for an evolution of Galois point theory -
2012 - 2015 Linear Systems on Algebraic Curves and its Applications
2009 - 2011 Linear Systems and Projective Models on Algebraic Curves
Papers (18):
Kei Miura. Extendable birational transformations belonging to Galois points. Rendiconti del Circolo Matematico di Palermo Series 2 (to appear). 2024
Takeshi Harui, Kei Miura, Akira Ohbuchi. Smooth plane curves with outer Galois points whose reduced automorphism group is $A_{5}. Proceedings of the Japan Academy, Series A, Mathematical Sciences. 2022. 98. 8. 67-71
Takeshi Harui, Kei Miura, Akira Ohbuchi. Automorphism group of plane curve computed by Galois points, II. Proceedings of the Japan Academy Series A: Mathematical Sciences. 2018. 94. 6. 59-63
小泉 卓也, 一田 啓介, 碇 智徳, 田辺 誠, 三浦 敬, 江原 史朗. オンラインによる学科学年横断PBL授業の実施 (特集 コロナ禍における高専教育). 日本高専学会誌 = Journal of the Japan Association for College of Technology. 2021. 26. 2. 19-26
NAKAMURA Shigeyoshi, MOKHTAR Siti Aisyah, OKADA Misuzu, MIURA Kei, MUTO Yoshihiko, ICHITSUBO Makoto. CLIL Lecture in Common Science Education to Create the Practical English Interaction. Journal of JSEE. 2021. 69. 6. 6_122-6_127