2012 - 2017 Studies of knot theory and their applications
2016 - 2017 結び目と3次元多様体の量子トポロジー
2009 - 2014 Seifert手術のなすネットワークの研究
2009 - 2011 Studies of Knot Theory
2005 - 2009 双曲結び目の非双曲Dehn手術に関する研究
2004 - 2006 双曲結び目上のレンズ空間,ザイフェルト多様体を生じるデーン手術に関する研究
2003 - 2005 双曲結び目の非双曲Dehn手術に関する研究
2001 - 2004 Commutative ring theory and singularity theory
2001 - 2003 双曲結び目の非双曲Dehn手術に関する研究
1999 - 2001 結び目のDehn手術に関する研究
1998 - 2000 Characteristic p method in singularity theory
1997 - 1999 結び目のDehn手術に関する研究
1996 - 1997 結び目のDehn手術に関する研究
1995 - 1996 結び目のDehn手術に関する研究
1996 - 1996 場の発散とその幾何
1995 - 1996 Probabilistic investigation of phase transitions for lattice spin systems
1994 - 1995 結び目のDehn手術に関する研究
1995 - 1995 場の発散とその幾何
1994 - 1994 場の発散とその幾何
1992 - 1994 場の理論に於ける発散とその幾何学
1993 - 1993 場の理論に於ける発散とその幾何
1991 - 1993 Studies on Dynamical systems
1989 - 1989 フックス型微分方程式の代数幾何、微分幾何及び位相幾何的研究
Show all
Papers (67):
Kenneth L. Baker, Kimihiko Motegi. The stable crossing number of a twist family of knots and the satellite crossing number conjecture. arXiv:2404.05308. 2024
Tetsuya Ito, Kimihiko Motegi, Masakazu Teragaito. Dehn filling and the knot group I: Realization Property. arXiv:2303.15738v3. 2024
Kenneth L. Baker, Kimihiko Motegi, Toshie Takata. The Strong Slope Conjecture and crossing numbers for Mazur doubles of knots. Springer Proceedings in Mathematics & Statistics. 2024. to appear
Kimihiko Motegi. Dehn surgery on knots - tracing the evolution of research. Sugaku Expositions, Amer. Math. Soc. 2023. 36. 1-33
Tetsuya Ito、Kimihiko Motegi and Masakazu Teragaito. Generalized torsion for hyperbolic 3-manifold groups with arbitrary large rank. Bull. London Math. Soc. 2023. 55. 1203-1209
Dehn Surgery - Introduction to 3-Dimensional Topology
Kyoritsu Shuppan 2022 ISBN:9784320115026
論理・集合・写像・位相をきわめる 幾何学序論
日本評論社 2018
Lectures and oral presentations (175):
Dehn filling and knot group
(Seminari di Geometria, Universita di Pisa 2024)
Dehn filling trivialization on a knot group
(Knots with special properties: A conference to celebrate Mario Eudave-Mu\~noz's 60th birthday, 2023)
Dehn filling and knot group: the Property P conjecture and beyond
(MSJ-KMS Joint Meeting 2023)
Winding number, wrapping number and stable unknotting number of knots in a twist family
(The Iberoamerican and Pan Pacific International Conference on Topology and its Applications 2023)