Updated on 2024/01/15

写真a

 
NAKAMURA Nobuhiro
 
Organization
Integrated Center for Science and Humanities Mathematics, Information and Statistical Science Area Professor
Title
Professor
Homepage
http://kansai-gauge.squares.net/nakamura/index-e.html

Degree

  • 理学博士 ( 2006.7   京都大学 )

Research Interests

  • Gauge theory

  • Topology

  • 4次元多様体

Research Areas

  • Natural Science / Geometry

Education

  • Kyoto University   Graduate School, Division of Natural Science

    - 2006.3

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    Country： Japan

  • The University of Tokyo   Graduate School, Division of Mathematical Sciences

    - 1997.3

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    Country： Japan

  • The University of Tokyo   Faculty of Science

    - 1995.3

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    Country： Japan

Research History

  • Fukushima Medical University   Fukushima Medical University Integrated Center for Science and Humanities   Professor

    2022.4 - Now

  • Fukushima Medical University   School of Medicine (Human and Natural Sciences) Department of Natural Sciences (The Section of Mathematics and Informatics)   Professor

    2022.4 - 2023.3

  • 大坂医科薬科大学医学部講師

    2015.8 - 2022.3

  • 学習院大学理学部数学科助教

    2012.4 - 2015.7

  • 東京大学大学院数理科学研究科特任助教

    2011.4 - 2012.3

  • 東京大学大学院数理科学研究科特任研究員

    2006.8 - 2011.3

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Professional Memberships

  • 日本数学会

    2012.4 - Now

Papers

  • The simple type conjecture for mod 2 Seiberg-Witten invariants

    Kato T., Nakamura N.,Yasui,K.

    J. Eur. Math. Soc.   2022.11

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    Language：English  

    DOI ： 10.4171/JEMS/1297

  • Rigidity of the mod 2 families Seiberg-Witten invariants and topology of families of spin 4-manifolds

    Kato T., Konno H., Nakamura N.

    Compositio Mathematica   157 ( 4 )   770 - 808   2021

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    Language：English  

    DOI ： 10.1112/S0010437X2000771X

  • Pin−(2)-monopole invariants

    Nakamura N.

    J. Differential Geom.    101 ( 3 )   507 - 549   2015.10

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    Language：English  

    DOI ： https://doi.org/10.4310/jdg/1445518922

  • Pin−(2)-monopole equations and intersection forms with local coefficients of 4-manifolds

    Nakamura N.

    Math. Ann.    357   915 - 939   2013.3

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    Language：English  

    DOI ： https://doi.org/10.1007/s00208-013-0924-3

  • Smoothability of Z×Z-actions on 4-manifolds

    Nakamura N.

    Proc. Amer. Math. Soc.   138   2973 - 2978   2010.3

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  • Bauer-Furuta invariants under Z2-actions

    Nakamura N.

    Math. Z   262   219 - 233   2008.5

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    Language：English  

    DOI ： https://doi.org/10.1007/s00209-008-0370-1

  • Nonsmoothable group actions on elliptic surfaces

    Liu X., Nakamura N.

    Topology Appl.    155 ( 9 )   946 - 964   2008.4

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    Language：English  

    DOI ： https://doi.org/10.1016/j.topol.2007.12.007

  • Pseudofree Z/3-actions on K3 surfaces

    Liu X., Nakamura N.

    Proc. Amer. Math. Soc.   135   903 - 910   2006.8

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  • Mod p vanishing theorem of Seiberg-Witten invariants for 4-manifolds with Zp-actions

    Nakamura N.

    Asian J. Math.   10 ( 4 )   731 - 748   2006.1

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    Language：English  

    DOI ： 10.4310/AJM.2006.v10.n4.a6

  • The Seiberg-Witten equations for families and diffeomorphisms of 4-manifolds

    Nakamura N.

    Asian J. Math.   7 ( 1 )   133 - 138   2003.1

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    Language：English  

    DOI ： 10.4310/AJM.2003.v7.n1.a8

  • A NOTE ON EXOTIC FAMILIES OF 4-MANIFOLDS

    Kato T., Konno H., Nakamura N.

    Proceedings of the American Mathematical Society   151 ( 6 )   2695 - 2705   2023.6（ ISSN:00029939 ）

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    Language：English  

    DOI ： 10.1090/proc/16356

  • Constraints on families of smooth 4–manifolds from Pin-(2)–monopole

    Konno H., Nakamura N.

    Algebraic and Geometric Topology   23 ( 1 )   419 - 438   2023（ ISSN:14722747 ）

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    Language：English  

    DOI ： 10.2140/agt.2023.23.419

  • Real structures and the Pin-(2)-monopole equations,

    Nakamura N.

    Internat. J. Math   31 ( 14 )   2020.12

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    Language：English  

    DOI ： https://doi.org/10.1142/S0129167X20501190

  • Yamabe Invariants and the Pin-(2)-monopole Equations

    Ishida M., Matsuo S., Nakamura N.

    Math. Res. Lett.   23 ( 4 )   1049 - 1069   2016.9

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    Language：English  

    DOI ： 10.4310/MRL.2016.v23.n4.a4

  • Mod p equality theorem for Seiberg-Witten invariants under Zp-actions

    Nakamura N.

    Tokyo J. of Math.   37 ( 1 )   21 - 29   2014.7

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    Language：English  

    DOI ： https://doi.org/10.3836/tjm/1406552428

  • A free Zp-action and the Seiberg-Witten invariants

    Nakamura N.

    J. Korean Math. Soc.   39 ( 1 )   103 - 117   2002.1

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    Language：English  

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Presentations

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Research Projects

  • Pin(2)モノポール方程式と4次元トポロジー

    2019.4 - 2024.3

    中村信裕

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    Authorship：Principal investigator  Grant type：Competitive

    Grant amount：\3250000 （ Direct Cost: \2500000 、 Indirect Cost：\750000 ）

  • ゲージ理論の精密化と4次元トポロジー

    2013.4 - 2018.3

    中村信裕

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    Authorship：Principal investigator  Grant type：Competitive

    Grant amount：\3700000 （ Direct Cost: \2900000 、 Indirect Cost：\870000 ）