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WATANABE Shuji
Department of Pure and Applied Science
Professor
Last Updated :2025/03/27

Researcher Profile and Settings

Researcher

  • Name

    WATANABE Shuji

Profile and Settings

  • Name

    Watanabe,, Shuji

Alternate Names

  • Shuji Watanabe

Foreign language

  • Use in presentation

    English

  • Use in publication

    English

Affiliation

  • Gunma University

Education

  • 1988, Nagoya University
  • 1988, Nagoya University, Graduate School, Division of Natural Science

Degree

  • Ph.D.

Association Memberships

  • the American Mathematical Society

Research Experience

  • 1990, 1991
  • 1991, 2000, Toyota National College of Technology, General Education
  • 2000, 2004, Aichi University of Technology, Faculty of Engineering, Faculty of Engineering
  • 2004, 2007
  • 2007, 2013
  • 2013
  • 1990, 1991, JSPS Fellow (Research Institute of Mathematical Sciences, Kyoto University)
  • 1991, 2000, Department of Mathematics, Toyota National College of Technology
  • 2000, 2004, Department of Electronics and Information, Aichi University of Technology
  • 2004, 2007, Department of Mathematics, Faculty of Engineering, Gunma University
  • 2007, 2013, Division of Mathematical Sciences, Graduate School of Engineering, Gunma University
  • 2011, - Reviewer for Zentralblatt MATH (Springer Verlag)
  • 2013, - Division of Mathematical Sciences, Gunma University

Joint research and hope theme

  • Mathematical Analysis of Superconductivity, Industry-academia Collaboration, Technical consulting:Impossible, Joint Research:Possible, Others:Impossible
  • Operator-Theoretical Treatment of Spontaneous Symmetry Breaking, Technical consulting:Impossible, Joint Research:Impossible, Others:Impossible

Research Activities

Research Areas

  • Natural sciences, Mathematical analysis

Research Interests

  • Spontaneous Symmetry Breaking
  • Superconductivity
  • Mathematical Analysis
  • Spontaneous Symmetry Breaking, Superconductivity, Mathematical Analysis

Research Themes

  • Mathematical Analysis of Superconductivity, Mathematical Analysis of Superconductivity, Personal, 2006, -, General Mathematics (including Probability Theory/Statistical Mathematics), Global Analysis, Basic Science Research Program
  • Operator-Theoretical Treatment of Spontaneous Symmetry Breaking, Personal, 2007, -, General Mathematics (including Probability Theory/Statistical Mathematics), Basic Science Research Program

Published Papers

  • Another operator-theoretical proof for the second-order phase transition in the BCS-Bogoliubov model of superconductivity, Shuji Watanabe, 19 May 2022, Scientific Reports, 12, 1, 8393 (14 pp.), 8393 (14 pp.), Scientific journal
    DOI
  • Book review of ''Advanced Quantum Condensed Matter Physics'', Shuji Watanabe, 2022, zbMATH
  • An operator-theoretical study on the BCS-Bogoliubov model of superconductivity near absolute zero temperature, Shuji Watanabe, 05 Aug. 2021, Scientific Reports, 11, 15983, 15983, Scientific journal
    DOI
  • An operator-theoretical study of the specific heat and the critical magnetic field in the BCS-Bogoliubov model of superconductivity., Shuji Watanabe, 18 Jun. 2020, Scientific reports, 10, 1, Scientific journal
    DOI
  • An operator-theoretical proof for the second-order phase transition in the BCS-Bogoliubov model of superconductivity, Shuji Watanabe, Feb. 2020, Kyushu Journal of Mathematics, 74, 1, 177, 196, Scientific journal
    DOI
  • Book review of ''Physics of heavy fermions. Heavy fermions and strongly correlated electrons systems'', Shuji Watanabe, Jan. 2020, zbMATH
  • The second-order phase transition in the BCS-Bogoliubov model of superconductivity and its operator-theoretical proof, Shuji Watanabe, Aug. 2018, RIMS Kokyuroku, 2089, 166, 176
  • Smoothness and Monotone Decreasingness of the Solution to the BCS-Bogoliubov Gap Equation for Superconductivity, Shuji Watanabe,Ken Kuriyama, 2017, Journal of Basic and Applied Sciences, 13, 17, 25, Scientific journal
  • Spontaneous chiral symmetry breaking in QED and the Maskawa-Nakajima equation, 渡辺 秀司, Jan. 2016, 1980, 28, 36
  • Hardy inequalities for functions vanishing at negligible sets and its applications, Sobajima, Motohiro;Watanabe, Shuji, 2016, APPLICABLE ANALYSIS, 95, 1, 203, 208, Scientific journal
    DOI
  • An operator-theoretical treatment of the Maskawa-Nakajima equation in the massless abelian gluon model, Shuji Watanabe, Oct. 2014, JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS, 418, 2, 874, 883, Scientific journal
    DOI
  • Fixed Point Theorems and the BCS Gap Equation for Superconductivity (Mathematical aspects of quantum fields and related topics), Watanabe Shuji, Oct. 2014, RIMS Kokyuroku, 1921, 84, 90
  • Applications of fixed point theorems to the BCS gap equation for superconductivity, Shuji Watanabe, 2014, Banach and Function Spaces IV, IV, 425, 433, Scientific journal
  • Fixed point theorems and the BCS gap equation for superconductivity, Shuji Watanabe, 2014, RIMS Kokyuroku, 1921, 84, 90
  • The solution to the BCS gap equation and the second-order phase transition in superconductivity (vol 383, pg 353, 2011), Shuji Watanabe, Sep. 2013, JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS, 405, 2, 742, 745, Scientific journal
    DOI
  • The Solution to the BCS Gap Equation for Superconductivity and Its Temperature Dependence, Shuji Watanabe, 2013, ABSTRACT AND APPLIED ANALYSIS, 932085, Scientific journal
    DOI
  • Temperature Dependence of the Solution to the BCS Gap Equation (Applications of the Renormalization Group Methods in Mathematical Sciences), Watanabe Shuji, Aug. 2012, RIMS Kokyuroku, 1805, 1, 9
  • Temperature dependence of the solution to the BCS gap equation, Shuji Watanabe, 2012, RIMS Kokyuroku, 1805, 1, 9
  • The solution to the BCS gap equation and the second-order phase transition in superconductivity, Shuji Watanabe, 2011, JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS, 383, 2, 353, 364, Scientific journal
    DOI
  • A mathematical proof that the transition to a superconducting state is a second-order phase transition, Shuji Watanabe, 2009, Far East Journal of Mathematical Sciences, 34, 1, 37, 57, Scientific journal
  • Fourier type analysis originating from quantum mechanics, Yoshio Ohnuki,Shuji Watanabe, 2009, International Journal of Mathematical Sciences, 8, 1-2, 1, 30, Scientific journal
  • The Gap Equation in the BCS-Bogoliubov Theory of Superconductivity from the Viewpoint of an Integral Transform (Applications of Reproducing Kernels), Watanabe Shuji, Dec. 2008, RIMS Kokyuroku, 1618, 142, 151
  • Mathematical analysis of the BCS-Bogoliubov theory (Applications of renormalization group methods in mathematical sciences), Watanabe Shuji, May 2008, RIMS Kokyuroku, 1600, 92, 103
  • The gap equation in the BCS-Bogoliubov theory of superconductivity from the viewpoint of an integral transform, Shuji Watanabe, 2008, RIMS Kokyuroku, 1618, 142, 151
  • Mathematical Analysis of the BCS-Bogoliubov Theory, Shuji Watanabe, 2008, RIMS Kokyuroku, 1600, 92, 103
  • Superconductivity and the BCS-Bogoliubov theory, Shuji Watanabe, 2008, JP Journal of Algebra, Number Theory and Applications, 11, 137, 158, Scientific journal
  • Smoothness of the gap function in the BCS-Bogoliubovtheory of superconductivity, Shuji Watanabe, 2008, Far East Journal of Mathematical Sciences, 31, 2, 181, 200, Scientific journal
  • BCS状態より低いエネルギーをもつ超伝導状態, 渡辺秀司, Sep. 2007
  • Fourier type analysis and applications to quantum mechanics, WATANABE SHUJI, Sep. 2007, Internat. J. Applied Math. Statistics, A special issue on Functional Equations, Integral Equations, Differential Equations and Applications, 10, S07
  • BCS状態より低いエネルギーをもつ超伝導状態, 渡辺秀司, 2007, 74, 75
  • Fourier type analysis and quantum mechanics, WATANABE SHUJI, 2007, Proceedings of the 5th International ISAAC Congress, World Scientific Publishing Company
  • Fourier type analysis and applications to quantum mechanics, WATANABE SHUJI, 2007, Internat. J. Applied Math. Statistics, A special issue on Functional Equations, Integral Equations, Differential Equations and Applications, 10, S07, 116, 131
  • An embedding theorem of Sobolev type and its applications, Yoshio Ohnuki,Shuji Watanabe, 2007, Far East Journal of Mathematical Sciences, 26, 1, 25, 53
  • 超伝導とＢＣＳ理論の数理, 渡辺 秀司, 2007, 6, 7
  • Fourier type analysis and quantum mechanics, WATANABE SHUJI, 2007, Proceedings of the 5th International ISAAC Congress, World Scientific Publishing Company
  • 量子力学における点変換,S1上の量子力学,およびフーリエ型の変換 (力学系と微分幾何学 RIMS研究集会報告集), 大貫 義郎;渡辺 秀司, Jul. 2006, 1500, 146, 156
  • 量子力学における点変換、S^1上の量子力学、およびフーリエ型の変換, 大貫義郎,渡辺 秀司, 2006, 1500, 146, 156
  • Integral transforms, commutation relations in quantum mechanics and applications, WATANABE SHUJI, Feb. 2005, A special issue of Analysis in Theory and Applications
  • The dilatation operator in quantum mechanics and its applications, Yoshio Ohnuki,Shuji Watanabe, Dec. 2004, Far East J. Math. Sci., 15, 3
  • An embedding theorem of Sobolev type, S Watanabe, Aug. 2004, INTEGRAL TRANSFORMS AND SPECIAL FUNCTIONS, 15, 4, 369, 374, Scientific journal
    DOI
  • An embedding theorem of Sobolev type, WATANABE SHUJI, Aug. 2004, Integral Transforms and Special Functions, vol. 15
  • 新たなフーリエ解析をめざして, 渡辺 秀司, Jan. 2004, 1352
  • The dilatation operator in quantum mechanics and its applications, Yoshio Ohnuki,Shuji Watanabe, 2004, Far East J. Math. Sci., 15, 3, 353, 367
  • 新たなフーリエ解析をめざして, 渡辺 秀司, 2004, 1352, 95, 105
  • An example of a point transformation in quantum mechanics, WATANABE SHUJI, 2004, Bulletin Aichi Univ. Tech., vol. 1, 107, 110
  • An integral transform and its applications, S Watanabe, Dec. 2003, INTEGRAL TRANSFORMS AND SPECIAL FUNCTIONS, 14, 6, 537, 549, Scientific journal
    DOI
  • An integral transform and its applications, WATANABE SHUJI, Dec. 2003, Integral Transforms and Special Functions, vol. 14
  • Characterization of point transformations in quantum mechanics, Yoshio Ohnuki,WATANABE SHUJI, Nov. 2003, Journal of Analysis and Applications, vol. 1
  • Quantum mechanics on S^1 based on Dirac formalism, WATANABE SHUJI, Jan. 2003, Applicable Analysis, vol. 82
  • Quantum mechanics on S^1 based on Dirac formalism, WATANABE SHUJI, 2003, Applicable Analysis, vol. 82, 25, 34
  • Characterization of point transformations in quantum mechanics, Yoshio Ohnuki,WATANABE SHUJI, 2003, Journal of Analysis and Applications, vol. 1, 193, 205
  • A space of Sobolev type for an operator with singularity, WATANABE SHUJI, 2003, International Journal of Mathematical Sciences, vol. 2, 53, 66
  • A generalized Fourier transform and its applications, S Watanabe, 2002, INTEGRAL TRANSFORMS AND SPECIAL FUNCTIONS, 13, 4, 321, 344, Scientific journal
    DOI
  • Applications of a generalized Fourier transform to a partial differential equation, WATANABE SHUJI, 2002, Far East Journal of Mathematical Sciences, 7, 165, 174
  • The motion of a quantum mechanical particle under the inverse square potential, WATANABE SHUJI, 2002, Applicable Analysis, 81, 607, 613
  • The explicit solutions to the time-dependent Schrodinger equations with the singular potentials k/2x(2) and k/2x(2)+w(2)x(2)/2, S Watanabe, 2001, COMMUNICATIONS IN PARTIAL DIFFERENTIAL EQUATIONS, 26, 3-4, 571, 593, Scientific journal
  • The explicit solution of a diffusion equation with singularity, Michiaki Watanabe,WATANABE SHUJI, Jul. 1998, Proceedings of the American Mathematical Society, vol. 126, 383-389
  • Sobolev type theorems for an operator with singularity, WATANABE SHUJI, Mar. 1997, Proceedings of the American Mathematical Society, vol. 125, 129-136
  • An embedding theorem of Sobolev type for an operator with singularity, WATANABE SHUJI, 1997, Proceedings of the American Mathematical Society, vol. 125, 839-848
  • SELF-ADJOINTNESS OF THE OPERATORS IN WIGNER COMMUTATION RELATIONS, Y OHNUKI,S WATANABE, Nov. 1992, JOURNAL OF MATHEMATICAL PHYSICS, 33, 11, 3653, 3655, Scientific journal
    DOI
  • Self-adjointness of the momentum operator with a singular term, Michiaki Watanabe,WATANABE SHUJI, Oct. 1989, Proceedings of the American Mathematical Society, vol. 107, 999-1004
  • A harmonic oscillator system with the generalized commutation relations, WATANABE SHUJI, May 1989, Journal of Mathematical Physics, vol. 30, 376-379
  • Self-adjointness of the Bose-like oscillator Hamiltonian, WATANABE SHUJI, Aug. 1988, Progress of Theoretical Physics, vol. 80, 947-952
  • A measure of CP nonconservation, WATANABE SHUJI, May 1987, Progress of Theoretical Physics, vol. 78, 752-754
  • Extra U(1) phenomenology from the E8 X E8 superstring theory, WATANABE SHUJI, Oct. 1986, Progress of Theoretical Physics, vol. 76, 915-927
  • Monojets and Production of a new heavy particle, WATANABE SHUJI, Jun. 1986, Progress of Theoretical Physics, vol. 75, 656-663
  • The solution to the BCS gap equation and the second-order phase transition in superconductivity (vol 383, pg 353, 2011), Watanabe, Shuji, 2013, JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS, 405, 2, 742, 745
    DOI
  • The Solution to the BCS Gap Equation for Superconductivity and Its Temperature Dependence, Watanabe, Shuji, 2013, ABSTRACT AND APPLIED ANALYSIS
    DOI
  • Temperature Dependence of the Solution to the BCS Gap Equation (Applications of the Renormalization Group Methods in Mathematical Sciences), Watanabe, Shuji, Aug. 2012, 1805, 1, 10
  • Fixed Point Theorems and the BCS Gap Equation for Superconductivity (Mathematical aspects of quantum fields and related topics), Watanabe, Shuji, Oct. 2014, 1921, 84, 90
  • The second-order phase transition in the BCS-Bogoliubov model of superconductivity and its operator-theoretical proof (Mathematical Aspects of Quantum Fields and Related Topics), Watanabe, Shuji, Aug. 2018, RIMS Kokyuroku, 2089, 166, 176

Books etc

  • A generalized Fourier transform, 2003, ISBN: 981238572X
  • A generalized Fourier transform, Progress in Analysis, 2003, ISBN: 981238572X
  • 光のエネルギー, 2002, ISBN: 4274949478
  • The Calogero-Moser model, the Calogero model and analytic extension, 2001, ISBN: 0792369505
  • The Calogero-Moser model, the Calogero model and analytic extension, Analytic Extension Formulas and their Applications, Kluwer Academic Publishers, 2001, ISBN: 0792369505

Presentations

  • The BCS-Bogoliubov Model of Superconductivity with External Magnetic Field, Shuji Watanabe, 3rd International Meet on Condensed Matter Physics (CMPMEET2024), 14 May 2024, 14 May 2024, 14 May 2024, English, Webinar, International conference
  • 外部磁場のあるときの超伝導のBCS理論におけるBogoliubov変換とギャップ方程式, 渡辺秀司, 日本数学会関数解析学分科会, 17 Mar. 2024, 17 Mar. 2024, 20 Mar. 2024, Japanese, Japan
  • 外部磁場付きのBCS理論におけるGap方程式の導出と1次相転移の証明, 渡辺秀司, 大阪公立大学大学院理学研究科物性理論研究室でのセミナー, 06 Nov. 2023
  • The existence, uniqueness and smoothness of the solution to the BCS-Bogoliubov gap equation in superconductivity, Shuji Watanabe, 2nd International Meet on Condensed Matter Physics 2023 (CMPMEET2023), 05 Jun. 2023, English, Online
  • 超伝導のBCSギャップ方程式の新たな作用素論的扱いと2次相転移への応用, 渡辺秀司, 日本数学会　関数解析分科会, 15 Mar. 2023, 15 Mar. 2023, 18 Mar. 2023, Japanese, Japan
  • The second-order phase transition in the BCS-Bogoliubov model of superconductivity and its operator-theoretical proof, Shuji Watanabe, International Meet on Condensed Matter Physics 2022 (CMPMEET2022), 25 May 2022, 23 May 2022, 26 May 2022, English, Munich, Germany, International conference
  • 超伝導のBCS-Bogoliubovモデルにおける絶対零度近傍での臨界磁場の作用素論的研究, 渡辺秀司, 日本数学会　関数解析学分科会, 14 Sep. 2021
  • 超伝導の BCS-Bogoliubov モデルにおける超伝導体の臨界磁場の作用素論的研究, 渡辺秀司, 日本数学会　関数解析学分科会, 16 Mar. 2021, Japan
  • An operator-theoretical proof for the second-order phase transition in superconductivity, Shuji Watanabe, Operator Theory 2020, 19 Dec. 2020, 19 Dec. 2020, 19 Dec. 2020, English, Online Workshop, International conference
  • 超伝導のBCS-Bogoliubovモデルにおける超伝導体の比熱の作用素論的研究, 渡辺秀司, 日本数学会　関数解析学分科会, 22 Sep. 2020, 22 Sep. 2020, 25 Sep. 2020, Japanese
  • 超伝導の BCS-Bogoliubov モデルにおける2次相転移とその作用素論的証明 III, 渡辺秀司, 日本数学会 関数解析分科会, 17 Sep. 2019
  • 超伝導の BCS-Bogoliubov モデルにおける2次相転移とその作用素論的証明 II, 渡辺秀司, 日本数学会 関数解析学分科会, 17 Mar. 2019
  • 超伝導の BCS-Bogoliubov モデルにおける２次相転移とその作用素論的証明, 渡辺秀司, 日本数学会, 2018
  • The second-order phase transition in the BCS-Bogoliubov model ofsuperconductivity and its operator-theoretical proof, RIMS Conference: Mathematical Aspects of Quantum Fields and Related Topics, 2017
  • The Second-Order Phase Transition in the BCS-Bogoliubov Model of Superconductivity, Nano Science & Technology-2017, 2017
  • The second-order phase transition in the BCS-Bogoliubov model ofsuperconductivity and its operator-theoretical proof, RIMS Conference: Mathematical Aspects of Quantum Fields and Related Topics, 2017
  • The Second-Order Phase Transition in the BCS-Bogoliubov Model of Superconductivity, Nano Science & Technology-2017, 2017
  • The solution to the BCS-Bogoliubov gap equation for superconductivity and its temperature dependence, EMN (Energy, Materials and Nanotechnology) Meeting, Invited Talk, 2016
  • The solution to the BCS-Bogoliubov gap equation for superconductivity and its temperature dependence, EMN (Energy, Materials and Nanotechnology) Meeting, Invited Talk, 2016
  • 量子電磁力学におけるカイラル対称性の自発的破れと Maskawa-Nakajima 方程式, 京都大学数理解析研究所研究集会「再生核の応用についての総合的な研究」, 2015
  • 超伝導におけるBCSギャップ方程式の解の温度依存性 II, 数理物理学セミナー, 2014
  • 超伝導におけるBCSギャップ方程式の解の温度依存性, 数理物理学セミナー, 2014
  • A generalized Fourier transform and the Schroedinger operator with the inverse square potential, Kagurazaka Seminar, Tokyo University of Science, 2013
  • Temperature dependence of the solution to the BCS gap equation for superconductivity and fixed point theorems, QMath12 (Mathematical Results in Quantum Mechanics), 2013
  • Fixed point theorems and the BCS gap equation for superconductivity, RIMS Workshop ``Mathematical Aspects of Quantum Fields and Related Topics'', 2013
  • A generalized Fourier transform and the Schroedinger operator with the inverse square potential, Kagurazaka Seminar, Tokyo University of Science, 2013
  • Temperature dependence of the solution to the BCS gap equation for superconductivity and fixed point theorems, QMath12 (Mathematical Results in Quantum Mechanics), 2013
  • Fixed point theorems and the BCS gap equation for superconductivity, RIMS Workshop ``Mathematical Aspects of Quantum Fields and Related Topics'', 2013
  • Temperature dependence of the solution to the BCS gap equation forsuperconductivity, XVII th International Congress on Mathematical Physics, 2012
  • Applications of fixed point theorems to the BCS gap equation for superconductivity, The Fourth International Symposium on Banach and Function Spaces 2012, 2012
  • カイラル対称性の自発的破れへの不動点定理の応用, 千葉大学素粒子論研究室コロキウム, 2012
  • Temperature dependence of the solution to the BCS gap equation forsuperconductivity, XVII th International Congress on Mathematical Physics, 2012
  • Applications of fixed point theorems to the BCS gap equation for superconductivity, The Fourth International Symposium on Banach and Function Spaces 2012, 2012
  • Temperature dependence of the solution to the BCS gap equation, International Symposium on Applications of the Renormalization Group Methods in Mathematical Sciences, 2011
  • 超伝導におけるBCSギャップ方程式とその解の温度依存性, 数理物理学セミナー, 2011
  • Temperature dependence of the solution to the BCS gap equation, International Symposium on Applications of the Renormalization Group Methods in Mathematical Sciences, 2011
  • 超伝導のBCSモデルにおける相転移の作用素論的扱い, 日本数学会, 2009
  • 温度も考慮されたBanach空間における、超伝導のギャップ方程式, 日本数学会, 2009
  • 超伝導におけるBCSモデルの数学的基礎付け, 連続講演会（２００９年１１月９日から１０日まで）, 2009
  • 超伝導におけるギャップ方程式の解は微分可能か？, 日本数学会, 2008
  • 超伝導における新たなギャップ方程式, 日本数学会 関数解析学分科会, 2008
  • 超伝導におけるギャップ方程式と積分変換, 京都大学数理解析研究所研究集会, 2008
  • 超伝導とＢＣＳ理論の数理, 日本数学会 関数解析学分科会, 2007
  • Mathematical Analysis of the BCS-Bogoliubov Theory, Applications of Renormalization Group Methods in Mathematical Sciences, 2007
  • BCS状態より低いエネルギーをもつ超伝導状態, 日本数学会, 2007
  • Mathematical Analysis of the BCS-Bogoliubov Theory, Applications of Renormalization Group Methods in Mathematical Sciences, 2007
  • 量子力学における点変換、S^1上の量子力学、およびフーリエ型の変換, 京都大学数理解析研究所研究集会「力学系と微分幾何学」, 2006
  • 量子力学に由来する１つのFourier型解析II, 日本数学会, 2006
  • Quantum Mechanics and Fourier Type Analysis, the 3rd International Symposium ''Current Problems of Analysis and Mathematical Physics'', 2006
  • Quantum Mechanics and Fourier Type Analysis, the 3rd International Symposium ''Current Problems of Analysis and Mathematical Physics'', 2006
  • The dilatation operator in quantum mechanics, 日本数学会, 2005
  • 量子力学に由来する１つのFourier型解析, 日本数学会, 2005
  • Fourier type analysis and quantum mechanics, the 5th International ISAAC Congress, 2005
  • Fourier type analysis and quantum mechanics, the 5th International ISAAC Congress, 2005
  • Integral transforms, commutation relations in quantum mechanics and applications, International Conference on Analysis and its Applications, 2004
  • An integral transform related to QM on S^1 and its applications I, 日本数学会, 2004
  • An integral transform related to QM on S^1 and its applications II, 日本数学会, 2004
  • The dilatation operator in quantum mechanics and Fourier type analysis, 第30回発展方程式研究会, 2004
  • Integral transforms, commutation relations in quantum mechanics and applications, International Conference on Analysis and its Applications, 2004
  • 解析力学における点変換と量子力学における点変換, 筑波大学大学院数理物質科学研究科数学専攻解析セミナー, 2003
  • 解析力学と量子力学における点変換ＩＩ, 日本数学会, 2003
  • An integral transform related to an operator in quantum mechanics on S^1, 京都大学数理解析研究所研究集会「再生核の理論の応用」, 2003
  • 解析力学と量子力学における点変換Ｉ, 日本数学会, 2003
  • A generalized Fourier transform and its applications to PDEs I, 日本数学会, 2002
  • A generalized Fourier transform and its applications to PDEs II, 日本数学会, 2002
  • 解析力学での点変換と量子力学での点変換, 第28回発展方程式研究会, 2002
  • A generalized Fourier transform, the 3rd International ISAAC Congress, 2001
  • Applications of a generalized Fourier transform, 第27回発展方程式研究会, 2001
  • A generalized Fourier transform, the 3rd International ISAAC Congress, 2001

Research Projects

Academic Contribution

  • Reviewer for Mathematical Reviews (MATHREV), Peer review etc, Nov. 2020
  • Reviewer for Zentralblatt fur Mathematik (zbMATH), Peer review etc, Nov. 2011

Educational Activities

Awards

  • 2022, Others, Japan

Social Contribution

Social Contribution

  • Times Higher Educations, Times Higher Educations, 2022, 2022, Times Higher Educations, Investigation　(Target:　College students, Graduate students, Teachers, Researchers, Scientific organization)

Academic Contribution

  • 電子通信学会誌(英語版), Peer review etc, Jul. 2021, Jul. 2021
  • 電子通信学会誌(英語版), Peer review etc, Mar. 2021, Mar. 2021

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