Updated on 2023/12/01

写真a

 
NAKAMURA Noboru
 
Organization
Faculty of Education Professor
Position
Professor
External link

Degree

  • 博士(理学）

Research Interests

  • Operator theory

Research Areas

  • Natural Science / Basic analysis

Professional Memberships

  • INTERNATIONAL SOCIETY FOR MATHEMATICAL SCIENCES

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  • THE MATHEMATICAL SOCIETY OF JAPAN

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MISC

  • Order relations among some interpolating families of means

    NAKAMURA Noboru

    Toyama mathematical journal   35   35 - 48   2012

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    Language：English   Publisher：Dept. of Mathematics, Faculty of Science, University of Toyama  

    Some interpolating families of means of two positive numberswith a parameter are studied. They are concerned with some ofthe most familiar means, i.e., the arithmetic, geometric, harmonic,logarithmic means and so on. Their monotonicity with respect to theparameter and the order relations among them are discussed.

    DOI： 10.15099/00003073

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  • MEAN THEORETIC OPERATOR FUNCTIONS FOR EXTENSIONS OF THE GRAND FURUTA INEQUALITY

    IZUMINO SAICHI, NAKAMURA NOBORU, TOMINAGA MASARU

    72 ( 2 )   157 - 163   2010.9

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  • GEOMETRIC MEANS OF POSITIVE OPERATORS II

    IZUMINO SAICHI, NAKAMURA NOBORU

    69 ( 1 )   35 - 44   2009.1

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    Language：English  

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  • Weakly selfadjoint operators II

    Nakamura Noboru

    Toyama mathematical journal   32   1 - 4   2009

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    Language：English   Publisher：Dept. of Mathematics, Faculty of Science, University of Toyama  

    In this note, we show some basic results related to the spectrumof a weakly selfadjoint operator.

    DOI： 10.15099/00003054

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  • GEOMETRIC OPERATOR MEAN INDUCED FROM THE RICCATI EQUATION

    NAKAMURA NOBORU

    Sci. Math. Japon.   66 ( 1 )   83 - 87   2007.7

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  • Weakly selfadjoint operators

    Izumino Saichi, Nakamura Noboru

    Toyama mathematical journal   30   45 - 56   2007

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    Language：English   Publisher：Dept. of Mathematics, Faculty of Science, University of Toyama  

    Extending the notion of a weakly positive operator introducedby Wigner, we define a weakly selfadjoint operator as theproduct of two selfadjoint operators, one of whose factors is positive,and show some facts on the operator.

    DOI： 10.15099/00003050

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  • LOWNER-HEINZ THEOREM AND OPERATOR MEANS

    IZUMINO SAICHI, NAKAMURA NOBORU

    Sci. Math. Japon.   55 ( 3 )   623 - 626   2002.5

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  • On the bifurcations of plane quadratic maps

    Nakamura Noboru, Suzuki Masaaki

    Mathematics journal of Toyama University   23   115 - 126   2000

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    Language：English   Publisher：Toyama University  

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Class subject in charge

  • Secondary Education Mathematics Content Construction Ⅱ （2023academic year） Summer concentration  - その他

  • Secondary Education Mathematics Content Construction Ⅳ （2023academic year） Fourth semester  - 水1～2

  • Multivariable Calculus Ⅰ （2023academic year） Third semester  - 月7～8

  • Multivariable Calculus Ⅱ （2023academic year） Fourth semester  - 月7～8

  • Integral and Series Ⅰ （2023academic year） 1st semester  - 月1～2

  • Integral and Series Ⅱ （2023academic year） Second semester  - 月1～2

  • Introduction to Analysis I （2023academic year） 1st semester  - 月5～6

  • Introduction to Analysis I （2023academic year） 1st semester  - 月5～6

  • Introduction to Analysis Ⅱ （2023academic year） Second semester  - 月5～6

  • Introduction to Analysis Ⅱ （2023academic year） Second semester  - 月5～6

  • Advanced Analysis BⅠ （2023academic year） 1st semester  - 火3～4

  • Advanced Analysis BⅡ （2023academic year） Second semester  - 火3～4

  • Math for math teachers （2023academic year） Summer concentration  - その他

  • Special Studies in Educational Science(Mathematics IE): Seminar （2023academic year） Third semester  - 金5,金6

  • Special Studies in Educational Science(Mathematics IIE): Seminar （2023academic year） Fourth semester  - 金5,金6

  • Special Studies in Educational Science(Analysis IIIA) （2023academic year） 1st semester  - 金3,金4

  • Special Studies in Educational Science(Analysis IIIB) （2023academic year） Second semester  - 金5,金6

  • Special Studies in Educational Science(Analysis IVA) （2023academic year） Third semester  - 木7,木8

  • Special Studies in Educational Science(Analysis IVB) （2023academic year） Fourth semester  - 木7,木8

  • Project Research in Educational Science （2023academic year） 1st-4th semester  - その他

  • Arithmetic Basic Content （2023academic year） 1st semester  - 水3～4

  • Arithmetic Basic Content （2023academic year） Second semester  - 水3～4

  • Arithmetic Content Teaching （2023academic year） 1st semester  - 水3～4

  • Arithmetic Content Teaching （2023academic year） Fourth semester  - 木1～2

  • Arithmetic Lesson Development （2023academic year） Fourth semester  - 木3～4

  • Calculus IV (2) （2023academic year） Fourth semester  - 月7～8

  • Secondary Education Mathematics Content Construction Ⅱ （2022academic year） Fourth semester  - 金3,金4

  • Secondary Education Mathematics Content Construction Ⅳ （2022academic year） Fourth semester  - 水1～2

  • Multivariable Calculus Ⅰ （2022academic year） Third semester  - 月7,月8

  • Multivariable Calculus Ⅱ （2022academic year） Fourth semester  - 月7,月8

  • Integral and Series Ⅰ （2022academic year） 1st semester  - 月1,月2

  • Integral and Series Ⅱ （2022academic year） Second semester  - 月1,月2

  • Introduction to Analysis I （2022academic year） 1st semester  - 火7,火8

  • Introduction to Analysis Ⅱ （2022academic year） Second semester  - 火7,火8

  • Advanced Analysis AⅠ （2022academic year） 1st semester  - 火3～4

  • Advanced Analysis AⅡ （2022academic year） Second semester  - 火3～4

  • Development of the curriculm of mathematics (1) （2022academic year） Fourth semester  - 水1～2

  • Approaches to Education （2022academic year） 1st semester  - 火1～2

  • Math for math teachers （2022academic year） Summer concentration  - その他

  • Special Studies in Educational Science(Mathematics IE): Seminar （2022academic year） Third semester  - 金5,金6

  • Special Studies in Educational Science(Mathematics IIE): Seminar （2022academic year） Fourth semester  - 金5,金6

  • Special Studies in Educational Science(Analysis IIIA) （2022academic year） 1st semester  - 金3,金4

  • Special Studies in Educational Science(Analysis IIIB) （2022academic year） Second semester  - 金5,金6

  • Special Studies in Educational Science(Analysis IVA) （2022academic year） Third semester  - 木7,木8

  • Special Studies in Educational Science(Analysis IVB) （2022academic year） Fourth semester  - 木7,木8

  • Project Research in Educational Science （2022academic year） 1st-4th semester  - その他

  • Elementary Mathematics (AnalysisⅠ) （2022academic year） 1st semester  - 火5,火6

  • Elementary Mathematics (AnalysisⅡ) （2022academic year） Second semester  - 火5,火6

  • Elementary Mathematics (Analysis) (1) （2022academic year） 1st semester  - 火5,火6

  • Elementary Mathematics (Analysis) (2) （2022academic year） Second semester  - 火5,火6

  • Arithmetic Content Teaching （2022academic year） Fourth semester  - 木1,木2

  • Studies in Elementary Mathematical Education (1) （2022academic year） Fourth semester  - 火5,火6

  • Studies in Elementary Mathematical Education (2) （2022academic year） Fourth semester  - 火7,火8

  • Studies in Elementary Mathematical Education B (2) （2022academic year） Fourth semester  - 木3,木4

  • Arithmetic Lesson Development （2022academic year） Fourth semester  - 木3,木4

  • Calculus III (1) （2022academic year） 1st semester  - 月1,月2

  • Calculus III (2) （2022academic year） Second semester  - 月1,月2

  • Calculus IV (1) （2022academic year） Third semester  - 月7,月8

  • Calculus IV (2) （2022academic year） Fourth semester  - 月7,月8

  • Applied mathematics A (1) （2022academic year） 1st semester  - 火3～4

  • Applied mathematics A (2) （2022academic year） Second semester  - 火3～4

  • Calculus I (1) （2022academic year） 1st semester  - 火7,火8

  • Calculus I (2) （2022academic year） Second semester  - 火7,火8

  • Secondary Education Mathematics Content Construction Ⅱ （2021academic year） Fourth semester  - 金3,金4

  • Secondary Education Mathematics Content Construction Ⅳ （2021academic year） Fourth semester  - 水1～2

  • Multivariable Calculus Ⅰ （2021academic year） Third semester  - 月7,月8

  • Multivariable Calculus Ⅱ （2021academic year） Fourth semester  - 月7,月8

  • Integral and Series Ⅰ （2021academic year） 1st semester  - 月1,月2

  • Integral and Series Ⅱ （2021academic year） Second semester  - 月1,月2

  • Introduction to Analysis I （2021academic year） 1st semester  - 火7,火8

  • Introduction to Analysis Ⅱ （2021academic year） Second semester  - 火7,火8

  • Advanced Analysis BⅠ （2021academic year） 1st semester  - 火3～4

  • Advanced Analysis BⅡ （2021academic year） Second semester  - 火3～4

  • Development of the curriculm of mathematics (1) （2021academic year） Fourth semester  - 水1～2

  • Approaches to Education （2021academic year） 1st semester  - 火1～2

  • Math for math teachers （2021academic year） Summer concentration  - その他

  • Special Studies in Educational Science(Mathematics IE): Seminar （2021academic year） Third semester  - 金5,金6

  • Special Studies in Educational Science(Mathematics IIE): Seminar （2021academic year） Fourth semester  - 金5,金6

  • Special Studies in Educational Science(Analysis IIIA) （2021academic year） 1st semester  - 金5,金6

  • Special Studies in Educational Science(Analysis IIIB) （2021academic year） Second semester  - 金5,金6

  • Special Studies in Educational Science(Analysis IVA) （2021academic year） Third semester  - 木7,木8

  • Special Studies in Educational Science(Analysis IVB) （2021academic year） Fourth semester  - 木7,木8

  • Project Research in Educational Science （2021academic year） 1st-4th semester  - その他

  • Elementary Mathematics (Statistics) （2021academic year） Second semester  - 火1～2

  • Elementary Mathematics (Statistics) （2021academic year） Second semester  - 火1,火2

  • Foundations of Mathematics (Statistics) (1) （2021academic year） Second semester  - 火1～2

  • Foundations of Mathematics (Statistics) (2) （2021academic year） Summer concentration  - その他

  • Elementary Mathematics (AnalysisⅠ) （2021academic year） 1st semester  - 火5,火6

  • Elementary Mathematics (AnalysisⅡ) （2021academic year） Second semester  - 火5,火6

  • Elementary Mathematics (Analysis) (1) （2021academic year） 1st semester  - 火5,火6

  • Elementary Mathematics (Analysis) (2) （2021academic year） Second semester  - 火5,火6

  • Introduction to Calculus （2021academic year） Fourth semester  - 木1～2

  • Studies in Elementary Mathematical Education (1) （2021academic year） Fourth semester  - 火5,火6

  • Studies in Elementary Mathematical Education (2) （2021academic year） Fourth semester  - 火7,火8

  • Studies in Elementary Mathematical Education B (2) （2021academic year） Fourth semester  - 木3,木4

  • Arithmetic Lesson Development （2021academic year） Fourth semester  - 木3,木4

  • Calculus III (1) （2021academic year） 1st semester  - 月1,月2

  • Calculus III (2) （2021academic year） Second semester  - 月1,月2

  • Calculus IV (1) （2021academic year） Third semester  - 月7,月8

  • Calculus IV (2) （2021academic year） Fourth semester  - 月7,月8

  • Applied mathematics B (1) （2021academic year） 1st semester  - 火3～4

  • Applied mathematics B (2) （2021academic year） Second semester  - 火3～4

  • Calculus I (1) （2021academic year） 1st semester  - 火7,火8

  • Calculus I (2) （2021academic year） Second semester  - 火7,火8

  • Secondary Education Mathematics Content Construction Ⅱ （2020academic year） Fourth semester  - 金3,金4

  • Multivariable Calculus Ⅰ （2020academic year） Third semester  - 月7,月8

  • Multivariable Calculus Ⅱ （2020academic year） Fourth semester  - 月7,月8

  • Integral and Series Ⅰ （2020academic year） 1st semester  - 月1,月2

  • Integral and Series Ⅱ （2020academic year） Second semester  - 月1,月2

  • Introduction to Analysis I （2020academic year） 1st semester  - 火7,火8

  • Introduction to Analysis Ⅱ （2020academic year） Second semester  - 火7,火8

  • Approaches to Education （2020academic year） 1st semester  - 火1,火2

  • Math for math teachers （2020academic year） Summer concentration  - その他

  • Special Studies in Educational Science(Mathematics IE): Seminar （2020academic year） Third semester  - 金5,金6

  • Special Studies in Educational Science(Mathematics IIE): Seminar （2020academic year） Fourth semester  - 金5,金6

  • Special Studies in Educational Science(Analysis IIIA) （2020academic year） 1st semester  - 金5,金6

  • Special Studies in Educational Science(Analysis IIIB) （2020academic year） Second semester  - 金5,金6

  • Special Studies in Educational Science(Analysis IVA) （2020academic year） Third semester  - 木1,木2

  • Special Studies in Educational Science(Analysis IVB) （2020academic year） Fourth semester  - 木1,木2

  • Project Research in Educational Science （2020academic year） 1st-4th semester  - その他

  • Elementary Mathematics (AnalysisⅠ) （2020academic year） 1st semester  - 火5,火6

  • Elementary Mathematics (AnalysisⅡ) （2020academic year） Second semester  - 火5,火6

  • Elementary Mathematics (Analysis) (1) （2020academic year） 1st semester  - 火5,火6

  • Elementary Mathematics (Analysis) (2) （2020academic year） Second semester  - 火5,火6

  • Arithmetic Content Teaching （2020academic year） Fourth semester  - 木1,木2

  • Studies in Elementary Mathematical Education （2020academic year） Fourth semester  - 火5～8

  • Studies in Elementary Mathematical Education (1) （2020academic year） Fourth semester  - 火5,火6

  • Studies in Elementary Mathematical Education (2) （2020academic year） Fourth semester  - 火7,火8

  • Arithmetic Lesson Development （2020academic year） Fourth semester  - 木3,木4

  • Calculus III (1) （2020academic year） 1st semester  - 月1,月2

  • Calculus III (2) （2020academic year） Second semester  - 月1,月2

  • Calculus IV (1) （2020academic year） Third semester  - 月7,月8

  • Calculus IV (2) （2020academic year） Fourth semester  - 月7,月8

  • Applied mathematics C (1) （2020academic year） 1st semester  - 火3,火4

  • Applied mathematics C (2) （2020academic year） Second semester  - 火3,火4

  • Calculus I (1) （2020academic year） 1st semester  - 火7,火8

  • Calculus I (2) （2020academic year） Second semester  - 火7,火8

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