Personnel Information

写真a

UENO Yuichi


Job Title

Associate Professor
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Graduate School 【 display / non-display 】

  • Kobe University, Graduate School, Division of Natural Science, , Master's Course, 2007.04.01, Date of admission, 2009.03, Completed

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Degree 【 display / non-display 】

  • 修士（理学）, 神戸大学

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Campus Career 【 display / non-display 】

  • 2021.04 - 2024.03 Kogakkan University, Faculty of Education, Assistant Professor
  • 2024.04 - Now Kogakkan University, Faculty of Education, Associate Professor
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External Career 【 display / non-display 】

  • 2008.04 - 2009.03 兵庫県立宝塚北高等学校, Others
  • 2009.04 - 2010.03 三重県立津東高等学校, Others
  • 2010.04 - 2011.03 三重県立四日市西高等学校, Others
  • 2011.04 - 2015.03 三重県立白子高等学校, Others
  • 2015.04 - 2021.03 三重県立松阪高等学校, Others
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Research Areas 【 display / non-display 】

  • Natural Science / Basic analysis

  • Humanities & Social Sciences / Science education算数・数学教育

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Published Papers 【 display / non-display 】

  • UENO Yuichi. Mathematics III in Interschool Collaborations between Junior High Schools and Universities: Examining the Mathematics Research Class Conducted in the Third Grade of Kogakkan Junior High School Journal of the Faculty of Education KOGAKKAN UNIVERSITY. 2024.02 ; 6 21-34.Lead author.Last author.Corresponding author.Language：Japanese.

  • ICHIDA Toshiyuki,KATO Jyunichi,TYUJYO Akihito,TAKAHASHI Maiko,HAGIWARA Koji,UENO Yuichi,SAWA Tomomi. Effects of ICT Education Workshop in Teacher Training Course Journal of the Faculty of Education KOGAKKAN UNIVERSITY. 2024.02 ; 6 1-19.Language：Japanese.

  • MIZUTANI Isshin,UENO Yuichi. Mathematics in a CalendarⅡ 2023.09 ; 47 701-702.Last author.Corresponding author.Language：Japanese.

  • UENO Yuichi. Mathematics for Connecting Junior High with High School -Through the teaching of Functions in Two Variables- Journal of the Faculty of Education KOGAKKAN UNIVERSITY. 2023.03 ; 5 1-10.Lead author.Last author.Corresponding author.Language：Japanese.

  • UENOYuichi,MIZUTANI Isshin. Mathematics in a Calendar 2022.09 ; 46 298-299.Language：Japanese.

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Misc 【 display / non-display 】

  • Quantization by holomorphy of monodromy preserving deformations 2024.03 ; 186 923-932.Lead author.Last author.Corresponding author.Language：Japanese.

  • Polynomial Hamiltonians for Quantum Garnier Systesm in two variables 2023.03 ; 184 55-62.Lead author.Last author.Corresponding author.Language：Japanese.

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Conference Activities & Talks 【 display / non-display 】

  • Quantization by holomorphic property of monodromy preserving deformations. 2024.03.06

  • Polynomial Hamiltonians for Quantum Garnier System in two variables. 2023.03.06

  • Polynomial Hamiltonians for Quantum Garnier System in two variables. 2023.02.20

  • Polynomial Hamiltonians for Quantum Garnier System in two variables. 2023.01.05

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External class subject 【 display / non-display 】

  • , 2024.04 - Now

  • , 2024.04 - Now

  • , 2023.12

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Qualification Acquired 【 display / non-display 】

  • High School Teacher Specialization License

  • Junior High School Teacher Specialization License

  • First Kind of Elementary School Teacher License

  • Librarian

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