
	Chemical structure search How to Search	Import MOLfile format is only available (V3000 format is not available) Exact match Substructure search Superstructure search Substructure or superstructure search Similarity search

Co-authoring Researcher

Co-inventing Researcher

Researcher similar to the Researcher

Article similar to the Researcher

Patent similar to the Researcher

Research Project similar to the Researcher

Article(J-GLOBAL estimation)

Patent(J-GLOBAL estimation)

Rchr

J-GLOBAL ID：201501016587174498 Update date: Mar. 13, 2025

Abe Tetsuya

アベテツヤ | Abe Tetsuya

Affiliation and department：
Homepage URL (1)： https://kaken.nii.ac.jp/d/r/00614009.ja.html

Research field (1)： Geometry

Research keywords (6)： annulus twist , スライス結び目 , 低次元トポロジー , カービー計算 , ラスムッセン不変量 , スライス・リボン予想

Research theme for competitive and other funds (4)：

2016 - 2018 On the slice-ribbon conjecture
2014 - 2018 Research on low-dimensional manifold with handle diagram
2012 - 2017 Construction of 4-manifolds related to exceptional surgeries on 3-manifolds
2011 - 2012 On the Rasmussen (Beliakova-Wehrli) invariant for links

Papers (15)：

Tetsuya Abe, Keiji Tagami. A generalization of the slice-ribbon conjecture for two-bridge knots and $t_n$-move. Tohoku Mathematical Journal. 2024. 76. 4
Tetsuya Abe, Motoo Tange. Ribbon disks with the same exterior. Communications in Analysis and Geometry. 2022. 30. 2. 257-270
Tetsuya Abe, Keiji Tagami. Knots with infinitely many non-characterizing slopes. Kodai Mathematical Journal. 2021. 44. 3
Tetsuya Abe, Keiji Tagami. Characterization of Positive Links and the s-invariant for Links. Canadian Journal of Mathematics. 2017. 69. 6. 1201-1218
Tetsuya Abe, Motoo Tange. A construction of slice knots via annulus twists. Michigan Mathematical Journal. 2016. 65. 3

MISC (4)：

Abe Tetsuya. On annulus twists (Intelligence of Low-dimensional Topology). RIMS Kokyuroku. 2016. 2004. 108-114
Abe Tetsuya, Tagami Keiji. Addendum to "Fibered knots with the same 0-surgery and the slice-ribbon conjecture" (Intelligence of Low-dimensional Topology). RIMS Kokyuroku. 2015. 1960. 18-36
Abe Tetsuya, Tange Motoo. Omae's knot and $12_{a990}$ are ribbon (Intelligence of Low-dimensional Topology). RIMS Kokyuroku. 2012. 1812. 34-42
Abe Tetsuya. Lee's homology and Rasmussen invariant (Intelligence of Low-dimensional Topology). RIMS Kokyuroku. 2010. 1716. 107-118

Lectures and oral presentations (5)：

Ribbon concordanceについて
(微分トポロジー'23 2023)
Ribbon concordance and the minimality of torus knots
(2022)
Ribbon concordance and the minimality of tight fibered knots
(拡大KOOKセミナー2022 2022)
Ribbon concordance and the minimality of tight fibered knots
(2022)
Ribbon concordance and the minimality of tight fibered knots
(The 13th KOOK-TAPU Joint Seminar on Knots and Related Topics 2022)

Work history (7)：

2022/04 - 現在 Ritsumeikan University College of Science and Engineering Department of Architecture and Urban Design
2017/04 - 2022/03 Ritsumeikan University
2015/04 - 2017/03 大阪市立大学数学研究所特任准教授
2013/04 - 2015/03 Tokyo Institute of Technology
2011/04 - 2013/03 Kyoto University Research Institute for Mathematical Sciences

Show all

Association Membership(s) (1)：

日本数学会

※ Researcher’s information displayed in J-GLOBAL is based on the information registered in researchmap. For details, see here.


	Free word	※Add the following synonyms, you can increase the number of hits.




		～