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Affiliation |
Faculty of Engineering, Division of Intelligent Systems Engineering |
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Job Title |
Research Fellow |
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Research Fields, Keywords |
Topology, Algebraic Topology, Knot Theory |
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Mail Address |
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NAGURA Maki
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The Best Research Achievement in Research Career 【 display / non-display 】
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【Published Thesis】 The first Pontrjagin classes of homotopy complex projective spaces 2021.01
【Published Thesis】 Relations of smooth Kervaire classes over the mod 2 Steenrod algebra II 2013
【Published Thesis】 Unknottiong Operations by Using Trivial Tangle Diagrams 1999
The Best Research Achievement in the last 5 years 【 display / non-display 】
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【Published Thesis】 The first Pontrjagin classes of homotopy complex projective spaces 2021.01
【Book】 拓樸學超入門 : 從克萊茵瓶到宇宙的形状 2020.02
Education 【 display / non-display 】
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-1992.3
Tsuda College Mathematics Doctor Course Accomplished credits for doctoral program
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-1989.3
Ehime University Mathematics Master Course Completed
Campus Career 【 display / non-display 】
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2007.4
Duty Yokohama National UniversityFaculty of Engineering Division of Intelligent Systems Engineering Research Fellow
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2001.4-2007.3
Duty Yokohama National UniversityFaculty of Engineering Division of Intelligent Systems Engineering Research Assistant
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1997.10-2001.3
Duty Yokohama National UniversitySchool of Engineering Research Assistant
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1992.4-1997.9
Duty Yokohama National UniversitySchool of Engineering Academic Affairs Staff
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2018.4
Concurrently Yokohama National UniversityGraduate school of Engineering Science Department of Mathematics, Physics, Electrical Engineering and Computer Science Research Fellow
Academic Society Affiliations 【 display / non-display 】
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1993.3
Japanese Mathematical Society
Books 【 display / non-display 】
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拓樸學超入門 : 從克萊茵瓶到宇宙的形状
Maki Nagura, Norio Konno, Hong Wan Sheng（ Role： Joint author）
（ ISBN:9789865408077 ）
Total pages：192 Language：Chinese Book type：Scholarly book
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Topology
Maki Nagura, Norio Konno（ Role： Joint author）
Science-i （ ISBN:9784797364446 ）
Total pages：192 Language：Japanese Book type：Scholarly book
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The Mathematical Intelligencer
R. Wilson, J. Gray, M. Ogawa, R. Kawabata, M. Nagura, M. Hirasawa, S. Matsumoto, Y. Marumoto, H. Murakami（ Role： Joint translator）
Springer-Verlag Tokyo （ ISBN:4431710191 ）
Total pages：291 Language：Japanese Book type：Scholarly book
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The MATHEMATICS of OZ
Clifford A. Pickover, Maki Nagura, Norio Konno（ Role： Joint translator）
（ ISBN:4782805101 ）
Total pages：363 Language：Japanese Book type：Scholarly book
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Transformation Groups in Algebra, Geometry and Calculus
S. Duzhin, B. Chebotarevsky, S. Yukita, M. Nagura（ Role： Sole translator）
Springer-Verlag Tokyo （ ISBN:443170907X ）
Total pages：229 Responsible for pages：229 Language：Japanese Book type：Scholarly book
Papers 【 display / non-display 】
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The first Pontrjagin classes of homotopy complex projective spaces
Yasuhiko Kitada, Maki Nagura
TOPOLOGY AND ITS APPLICATIONS 287 2021.1 [Reviewed]
Language：English Publishing type：Research paper (scientific journal) Publisher：Elsevier B.V. Joint Work
Other Link： https://www.sciencedirect.com/science/article/abs/pii/S0166864120303898?via%3Dihub
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The first Pontrjagin classes of homotopy complex projective spaces
YASUHIKO KITADA AND MAKI NAGURA
open access e-print, Arxiv 2016.12
Language：English Publishing type：Research paper (scientific journal) Publisher：Cornell University Library Joint Work
Let M^{2n} be a closed smooth manifold homotopy equivalent to the complex projective space CP(n). The purpose of this paper is to show that when n is even, the difference of the first Pontrjagin classes between M^{2n} and CP(n) is divisible by 16.
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Relations of smooth Kervaire classes over the mod 2 Steenrod algebra II
YASUHIKO KITADA AND MAKI NAGURA
YOKOHAMA MATHEMATICAL JOURNAL 59 15–31 2013 [Reviewed]
Language：English Publishing type：Research paper (bulletin of university, research institution) Publisher：Yokohama National University Joint Work
In smooth surgery theory, it is worthwhile to find relations holding among universal characteristic classes of surgery, because those relations give us information on the possible values of surgery obstructions. We present and prove a new series of relations between smooth Kervaire classes.
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Unknottiong Operations by Using Trivial Tangle Diagrams
MAKI NAGURA
Journal of Knot Theory and Its Ramifications 8 ( 7 ) 901 - 929 1999 [Reviewed]
Language：English Publishing type：Research paper (scientific journal) Publisher：Word Scientific Single Work
Our main theorem is that the local move between any non equivalent oriented trivial tangle diagrams is an unknotting operation.
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The bracket polynomial by the Temperley-Lieb algebra
Maki Nagura
Tsuda Journal 211 - 218 1994 [Reviewed]
Language：English Publishing type：Research paper (bulletin of university, research institution) Single Work
Review Papers 【 display / non-display 】
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M. Nagura
American Mathematical Society・Mathematical Reviews 2025.3
Language：English Publishing type：Article, review, commentary, editorial, etc. (scientific journal) Publisher：American Mathematical Society Single Work
Review of the paper: MR4803037 Tarkaev, Vladimir An analog of the Kauffman bracket polynomial for knots in the non-orientable thickening of a non-orientable surface. Results Math. 79 (2024), no. 7, Paper No. 257, 23 pp. 57K10 (57K14)
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M. Nagura
American Mathematical Society・Mathematical Reviews 2025.2
Language：English Publishing type：Article, review, commentary, editorial, etc. (scientific journal) Publisher：American Mathematical Society Single Work
Review of the paper: MR4800943 Manolescu, Ciprian; Marengon, Marco; Piccirillo, Lisa Relative genus bounds in indefinite four-manifolds. Math. Ann. 390 (2024), no. 1, 1481--1506. 57K40 (57K10)
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M. Nagura
American Mathematical Society・Mathematical Reviews 2025.1
Language：English Publishing type：Article, review, commentary, editorial, etc. (scientific journal) Publisher：American Mathematical Society Single Work
Review of the paper: MR4692032 Dogra, Riya; Lando, Sergei Skew characteristic polynomial of graphs and embedded graphs. Commun. Math. 31 (2023), no. 3, 87--111. 57K14 (05C31 57K16)
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M. Nagura
American Mathematical Society・Mathematical Reviews 2025.1
Language：English Publishing type：Article, review, commentary, editorial, etc. (scientific journal) Publisher：American Mathematical Society Single Work
Review of the paper: MR4721210 Cericola, Christopher Arc crossing change is an unknotting operation. J. Knot Theory Ramifications 33 (2024), no. 1, Paper No. 2350091, 14 pp. 57K10
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M. Nagura
American Mathematical Society・Mathematical Reviews 2024.12
Language：English Publishing type：Article, review, commentary, editorial, etc. (scientific journal) Publisher：American Mathematical Society Single Work
Review of the paper: MR4771240 Kjuchukova, Alexandra; Miller, Allison N.; Ray, Arunima; Sakalli, Sümeyra Slicing knots in definite 4-manifolds. Trans. Amer. Math. Soc. 377 (2024), no. 8, 5905--5946. 57K10 (57N35 57N70 57R40)
Presentations 【 display / non-display 】
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First Pontriagin class of manifolds homotopy equivalent to CP(2k)
Yasuhiko Kitada, Maki Nagura
The 43rd Symposium on Transformation Groups Shintaro Kuroki, Yasuzo Nishimura
Event date： 2016.11
Language：English Presentation type：Oral presentation (general)
Venue：Himegi City Hall, Himeji city
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On plane band descriptions of an ST-move
Topology of Knots VII
Event date： 2014.12
Language：Japanese Presentation type：Oral presentation (general)
Venue：Tokyo, Japan
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名倉真紀
神戸トポロジーセミナー 中西康剛, 佐藤進
Event date： 2013.8
Language：Japanese Presentation type：Oral presentation (general)
Venue：神戸大学
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On pure braid links with the Brunnian property
Maki Nagura
Topology of Knots X Yoshiyuki Ohyama
Event date： 2007.12
Language：Japanese Presentation type：Oral presentation (general)
Venue：Tokyo, Japan
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Seifert matrices of Brunnian links and Programs
Maki Nagura
ニュージーランドージャパン結び目理論国際会議 David. B. Gauld, Gaven. J. Martin, 河内明夫, 屋代司
Event date： 2006.1
Language：English Presentation type：Oral presentation (general)
Venue：University of Auckland, New Zealand
Charge of on-campus class subject 【 display / non-display 】
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2025 Exercises in Mathematics I
College of Engineering Science
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2025 Exercises in Mathematics II
College of Engineering Science
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2025 Exercises in Applied Mathematics A
College of Engineering Science
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2025 Exercises in Applied Mathematics B
College of Engineering Science
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2025 Exercises in Applied Mathematics A
College of Urban Sciences
Charge of off-campus class subject 【 display / non-display 】
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応用解析
Institution：湘南工科大学
Level：Undergraduate (liberal arts)
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線形システム解析
Institution：湘南工科大学
Level：Undergraduate (liberal arts)