KON Mayuko

Academic Assembly School of Humanities and Social Sciences Institute of Education

Faculty of Education Mathematics Education 

Associate Professor 

Degree

  • Ph.D., Hokkaido University

Research Keyword

    Differential Geometry, submanifold theory

Field Of Study

  • Geometry, Geometry

Educational Background

  • 2008, Hokkaido University

Paper

  • Gradient pseudo-Ricci solitons of real hypersurfaces
    Mayuko Kon
    Mathematische Nachrichten, Jun. 2023, Refereed
    Lead, Last, Corresponding電子ジャーナル
  • 3-dimensional real hypersurfaces with transversal η-Killing Ricci tensor field of a complex space form
    Mayuko Kon
    Tsukuba Journal of Mathematics, 44(1), 203-211, 2020, Refereed
  • Chen Inequalities for Statistical Submanifolds of Kähler-Like Statistical Manifolds
    Hülya Aytimur , Mayuko Kon , Adela Mihai, Cihan Özgür, Kazuhiko Takano
    Mathematics, 7(12), Dec. 2019, Refereed
  • On pseudo-Einstein real hypersurfaces
    Mayuko Kon
    Advances in Geometry, 2019, Refereed
  • Ricci tensor of Hopf Hypersurfaces in a Complex Space Form
    Mayuko Kon
    International Electronic Journal of Geometry, 11(2), 1-7, Nov. 2018, Refereedリポジトリ
  • 3-Dimensional Real Hypersurfaces with $\eta$-Harmonic Curvature
    Mayuko Kon
    Hermitian–Grassmannian Submanifolds, Jul. 2017, Refereed
  • Non-Hopf hypersurfaces in 2-dimensional complex space forms
    Mayuko Kon
    Tokyo Journal of Mathematics, Vol.39(No.2), Dec. 2016, Refereed
  • Ricci tensor of real hypersurfaces
    Mayuko Kon
    Pacific Journal of Mathematics, Vol. 281(No. 1), pp. 103-123, Mar. 2016, Refereed
  • Real hypersurfaces in a 2-dimensional complex space form with transversal Killing tensor fields
    Mayuko Kon
    Proceedings of the 19th International Workshop on Hermitian-Grassmannian Submanifolds, 159-170, Nov. 2015
  • 3-dimensional real hypersurfaces and Ricci operator
    M. Kon
    Differential Geometry-Dynamical Systems, 16, 189-202, Jun. 2014
  • A characterization of pseudo-Einstein real hypersurfaces of a complex space form
    Mayuko Kon
    Journal of Applied Analysis, 19(2), 167, 01 Oct. 2013, Refereed
  • Ricci pseudo η-parallel real hypersurfaces of a complex space form
    Mayuko Kon
    Nihonkai Mathematical Journal, 24(1), 45-55, 2013, Refereed
  • On the Ricci tensor and the generalized Tanaka-Webster connection of real hypersurfaces in a complex space form
    Mayuko Kon
    Publicationes Mathematicae Debrecen, 82(3-4), 531-548, 2013, RefereedWebofScienceリポジトリ電子ジャーナル
  • Pseudo-parallel CR submanifolds of a complex space form
    Mayuko Kon
    Tsukuba Journal of Mathematics, 36(1), 99-110, Jul. 2012, Refereed
  • Einstein hypersurfaces in an odd-dimensional sphere
    Mayuko Kon, Masahiro Kon
    Bulletin of the Faculty of Education, Hirosaki University, 107, pp. 43-50, Mar. 2012
  • Potentials for Spatial Geometry Curriculum Development with Three-Dimensional Dynamic Geometry Software in Lower Secondary Mathematics
    Miyazaki, M., Kimiho, C., Katoh, R., Arai, H., Ogihara, F., Oguchi, Y., Morozumi, T., Kon, M., and Komatsu, K
    International Journal for Technology in Mathematics Education, 19(2), 73-79, 2012
  • On 3-dimensional compact real hypersurfaces of a complex space form
    Mayuko Kon
    Proceedings of the 15th International Workshop on Differential Geometry and Related Fields, 15, pp. 47-56, Nov. 2011
  • Semi-parallel CR submanifolds in a complex space form
    Mayuko Kon
    Colloquium Mathematicum, 124(2), pp. 237-246, Oct. 2011, Refereed
  • The Tanaka- Webster connection and real hypersurfaces in a complex space form
    Jong Taek Cho, Mayuko Kon
    Kodai Mathematical Journal, 34, 474-484, Oct. 2011, Refereed
  • Ricci solutions and real hypersurfaces
    Mayuko Kon, Masahiro Kon
    Bulletin of the Faculty of Education, Hirosaki University, 105, 65-68, Mar. 2011
  • Compact minimal CR submanifolds of a complex projective space with positive Ricci curvature
    Mayuko Kon
    Tokyo Journal of Mathematics, 33, 415-434, Dec. 2010, Refereed
  • On a Hopf hypersurface of a complex space form
    Mayuko Kon
    Differential Geometry and Its Applications, 28(3), 295-300, Jun. 2010, Refereed
  • A minimal real hypersurface of a complex projective space with non-negative sectional curvature
    Mayuko Kon
    Bulletin of the Australian Mathematical Society, 81, 488-492, Jun. 2010, Refereed
  • The scalar curvature of minimal submanifolds in a complex projective space
    Mayuko Kon and Masahiro Kon
    Bulletin of the Faculty of Education, Hirosaki University, 103, 45-52, Mar. 2010
  • Real hypersurfaces in complex space forms and the generalized Tanaka-Webster connection
    Mayuko Kon
    Proceedings of The 13 th International Workshop on Differential Geometry and Related Field, 13, 145-159, 2009
  • A characterization of totally η-umbilical real hypersurfaces and ruled real hypersurfaces of a complex space form
    Mayuko Kon
    Czechoslovak Mathematical Journal, 58(4), 1279-1287, Dec. 2008, Refereed
  • Minimal submanifolds immersed in a complex space form
    Mayuko Kon
    Nihonkai Mathematical Journal, 19(1), 29-52, Jun. 2008, Refereed
  • Pinching theorems for a compact minimal submanifold in a complex projective space
    Mayuko Kon
    Bulletin of the Australian Mathematical Society, 77(1), 99-114, Feb. 2008, Refereed
  • Ricci recurrent CR submanifolds of a complex space form
    Mayuko Kon
    Tsukuba Journal of Mathematics, 31(2), 233-252, Dec. 2007, Refereed
  • Hypersurfaces with almost complex structures in the real affine space
    Mayuko Kon
    COLLOQUIUM MATHEMATIC-UM, 108(2), 329-338, Jul. 2007, Refereed

MISC

  • Minimal submanifolds immersed in a complex projective space
    Mayuko Kon
    北海道大学数学講究録, (129), Feb. 2008

Books and other publications

  • ACCADEMICA 教員養成学部での様々な授業形態における実物投影機活用事例
    Contributor
    テクノホライゾン株式会社エルモカンパニー, pp. 18-19 2021
  • ACCADEMICA  教員養成学部での様々な授業形態における実物投影機活用事例,vol.1
    Contributor, pp. 22-25
    テクノホライゾン株式会社エルモカンパニー, pp. 22-25 2021

Courses

  • 教科横断内容研究基礎
    Shinshu University

Affiliated academic society

  • The Mathematical Society of Japan

Research Themes

  • CR submanifolds of a complex space form