Updated on 2024/04/25

写真a

 
ABE Yoshitaka
 
Organization
Academic Assembly Institute of Humanities and Social Sciences KYOIKUGAKU KEIRETU Associate Professor
Graduate School of Education School Subjects Associate Professor
Faculty of Education Mathematical and Natural Sciences Associate Professor
Professional School of Teacher Education Associate Professor
Title
Associate Professor
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Degree

  • 博士(教育学) ( 2010.3   広島大学 )

  • 修士(教育学) ( 2005.3   広島大学 )

  • 学士(教育学) ( 2003.3   奈良教育大学 )

Research Interests

  • 数学的モデル化

  • 数学的活動

  • 数学的リテラシー

  • 論証

  • リテラシー

  • 数学教育学

Research Areas

  • Humanities & Social Sciences / Science education  / 数学教育学

  • Humanities & Social Sciences / Education on school subjects and primary/secondary education  / 数学教育学

Research History (researchmap)

  • Niigata University   Faculty of Education   Associate Professor

    2011.10

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  • 広島大学附属中学校・高等学校   教諭

    2010.4 - 2011.3

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Research History

  • Niigata University   Graduate School of Education School Subjects   Associate Professor

    2011.10

  • Niigata University   Faculty of Education Mathematical and Natural Sciences   Associate Professor

    2011.10

Education

  • Hiroshima University   教育学研究科   文化教育開発

    2005.4 - 2010.3

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  • Hiroshima University   教育学研究科   科学文化教育学専攻

    2003.4 - 2005.3

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  • Nara University of Education   Undergraduate of Education

    1999.4 - 2003.3

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Professional Memberships

  • JAPAN SOCIETY OF MATHEMATICAL EDUCATION

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  • JAPAN SOCIETY FOR SCIENCE EDUCATION

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  • JAPAN ACADEMIC SOCIETY OF MATHEMATICS EDUCATION

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Qualification acquired

  • High School Teacher Specialization License

  • Junior High School Teacher Specialization License

  • First Kind of High School Teacher License

  • First Kind of Junior High School Teacher License

  • First Kind of Elementary School Teacher License

 

Papers

  • 明治期日本における論証指導の成立要因:リテラシーの視点からみる論証指導の原点 Reviewed

    阿部 好貴, 大滝 孝治, 岩崎 秀樹

    日本数学教育学会第51回秋期研究大会発表集録   1 - 8   2018.11

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  • Challenges in curriculum development for mathematical proof in secondary school: cultural dimensions to be considered Reviewed

    Shinno, Y, Miyakawa, T, Iwasaki, H, Kunimune, S, Mizoguchi, T, Ishii, T, Abe, Y

    For the Learning of Mathematics   38 ( 1 )   26 - 30   2018.3

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  • A consideration on Proving within the Function Area in the Junior High School Mathematics Reviewed

    渡邊 光, 阿部 好貴, 橋本 善貴

    日本数学教育学会誌. 数学教育学論究 = Journal of Japan Society of Mathematical Education. 日本数学教育学会 編   98 ( 0 )   57 - 64   2016

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    Language:Japanese   Publisher:日本数学教育学会  

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  • A Consideration on the Connection of Mathematical Modeling and Arguing : From the Perspective of Mathematical Literacy Reviewed

    ABE Yoshitaka

    Journal of Japan Society of Mathematical Education   97 ( 0 )   1 - 8   2015

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    Language:Japanese   Publisher:公益社団法人日本数学教育学会  

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  • Consideration on Mathematical Literacy from a Perspective of Mathematical Modeling Reviewed

    阿部 好貴

    日本数学教育学会誌. 数学教育学論究 = Journal of Japan Society of Mathematical Education. 日本数学教育学会 編   95 ( 0 )   9 - 16   2013

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    Language:Japanese   Publisher:日本数学教育学会  

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  • 数学的リテラシーの捉え方に関する一考察:Chevallardの論考から Reviewed

    阿部 好貴

    日本数学教育学会第45回数学教育論文発表会論文集   77 - 82   2012.12

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  • Consideration of the Contents of Teaching and Learning from the Perspective of Mathematical Literacy : Focus on the Function Reviewed

    ABE Yoshitaka

    Research in mathematics education : journal of JASME   18 ( 1 )   23 - 29   2012

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    Language:Japanese   Publisher:全国数学教育学会  

    The purpose of this paper is to clarify the tasks about mathematical contents in the current curriculum. From the viewpoint of mathematical literacy, it focused specifically on the function. For attaining this purpose, firstly it is described that today's mathematical literacy include both of mathematics of application-oriented (functional) and structure-oriented (theoretical) in which it is emphasized application-oriented (functional) mathematical methods. In this regard, the function is very important to today's mathematical literacy. The function in the school mathematics is defined by a point to see a change dynamically. Therefore, the definition is application-oriented. However, the process is structure-oriented. For example, students are learning with an emphasis on the nature of primary and exponential functions such as a typical function. In addition, the end of the curricula is calculations of the differential calculus and integral calculus, and this is inconsistent with an aim of the function learning. The conclusion of this paper is that the function domain must change the curriculum from structure-oriented to application-oriented as the nature of function. For that purpose, it is necessary to emphasize the process in which it results to a function and returns a function to "real world" in unit composition and a class. The author will work on the tasks that clarified in this paper in future.

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  • 関数の教授・学習に関する一考察:数学的リテラシーの視点から Reviewed

    阿部 好貴

    日本数学教育学会第44回数学教育論文発表会論文集   549 - 554   2011.11

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  • A consideration on mathematical activities for fostering mathematical literacy Reviewed

    ABE Yoshitaka

    Journal of JASME   16 ( 1 )   27 - 33   2010

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    Language:Japanese   Publisher:全国数学教育学会  

    The purpose of this paper is addition of significance to mathematical activities as the teaching and learning to foster mathematical literacy. For attaining this purpose, firstly it is described that today's mathematical literacy include both of mathematics of application-oriented (functional) and the structure-oriented (theoretical) in which it is emphasized application-oriented (functional) mathematical methods. Purpose, contents, methodology, and evaluation in mathematics education are inseparably and interdependence related. Therefore, change of the purpose requires reconsideration of contents, methodology, and evaluation. Current "problem solving" is considered from the perspective of mathematical literacy, and following two research tasks will be emerged: "abstraction" and "relating with generalization and reduction". In this paper, for solving them, the solutions are explored from sides of the global viewpoint (curriculum) and the local viewpoint (teaching and learning), based on Shimada's mathematical activities. The following is suggested as a result. In the former, the principle of curriculum construction was suggested. In the latter, the necessity as follows for two points is suggested: introduction of real world problem with necessities to solve, and relating structure-oriented (theoretical) mathematics as a means for solving.

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  • 数学的リテラシー育成のための教授・学習のあり方に関する一考察 : 抽象に着目して Reviewed

    阿部 好貴

    数学教育論文発表会論文集   42   55 - 60   2009.11

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    Language:Japanese   Publisher:公益社団法人日本数学教育学会  

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  • 数学的リテラシー育成のための教授・学習に関する基礎的考察:問題解決学習の背景にある認識論に焦点をあてて Reviewed

    阿部 好貴

    日本数学教育学会第41回数学教育論文発表会論文集   111 - 116   2008.11

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  • A Fundamental Research on Fostering Mathematical Literacy : Consideration of the Relation between Mathematization and Mathematical Modeling as "Mathematical Method" Reviewed

    ABE Yoshitaka

    Research in mathematics education : journal of JASME   14   59 - 65   2008

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    Language:Japanese   Publisher:全国数学教育学会  

    In this research, mathematical literacy is assumed to have fore components: "the nature of mathematics", "mathematical contents", "mathematical method", and "attitude". The purpose of this paper is to consider "mathematical method" as a component of mathematical literacy. "Mathematical method" has been told in various words and various ways. In this paper, in order to explore the essence of "mathematical method", it is focused the researches that are comparatively at an early stage and have affected the researches of "mathematical method" in Japan. According to the researcher's theoretical background, "mathematical method" is identified by three greatly positions: (1) The way that the main focus is construction of mathematical concepts and developing mathematics by mathematizing from a phenomenon (horizontal mathematization) and mathematizing within mathematics (vertical mathematization). (2) The way that the main focus is applying mathematics to reality by mathematizing from a phenomenon, making a mathematical model, and solving a problem. (3) The way includes the first and the second. The first is the stance of mathematization theory (e.g. Freudenthal, 1968, 1983; Treffers, 1987). The second is the stance of mathematical modelling theory and theory of application of mathematics (e.g. Pollak, 1970, 1997, 2003). And the third is the comprehensive stance which includes the both stance (e.g. Lange, 1987, 1996). Thus, "mathematical method" has two directivities: one go toward the development of mathematics and another go toward the application of mathematics to reality. Mathematical literacy should comprehend both. On that basis, it is necessary to identify "mathematical method" that is required today, and to foster this.

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  • Considerating directions for fostering mathematical literacy Reviewed

    ABE Yoshitaka

    Journal of Science Education in Japan   32 ( 4 )   406 - 413   2008

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    Language:Japanese   Publisher:一般社団法人 日本科学教育学会  

    In this paper, the author explores mathematical literacy which children today and in the future should learn in mathematics education, and aims to describe a way of fostering it. For that purpose, first, historical deployment of the word "literacy" is examined, and the background of today's literacy theories is clarified. Discussion is then focused on today's society, which is considered from the viewpoint of mathematics. The orientation of mathematical literacy required today is clarified in the form of literacy in mathematics education, and ways of fostering it are examined. Mathematical literacy is the total knowledge and competence which all children in school should learn, these are also needed for participating in society beyond school. On that basis, it is argued that methods of mathematics as applied orientation are emphasized in today's society, which is not to say that attention should not be paid to other aspects of mathematical literacy. Therefore, in a curriculum or teaching and learning, while emphasizing methods of mathematics as applied orientation, it is necessary to take into consideration the whole of mathematical literacy. In this paper, it is argued that it is effective to pay attention to abstraction of phenomena that constitute a phase of mathematical activity when emphasizing methods of mathematics as applied orientation and making connection with other components.

    DOI: 10.14935/jssej.32.406

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  • Current Issues and Future Perspective of Mathematical Literacy in the Knowledge-Based Society

    IWASAKI Hideki, ABE Yoshitaka, YAMAGUCHI Takeshi

    Journal of Science Education in Japan   32 ( 4 )   366 - 377   2008

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    Language:Japanese   Publisher:一般社団法人 日本科学教育学会  

    The purpose of this research is to clarify the current issues of mathematical literacy and to propose its future perspective. In this paper, we firstly look at the historical and social development of the conception of literacy from the hunter-gatherer society through the agricultural society and the industrial society to the knowledge-based or information society. Secondly, we consider the asymmetrical relationship between the society and individuals, in terms of "mathematization". The point is that mathematics becomes implicit and invisible for the people, because it is embedded in technological tools such as calculators and computers in the society. This situation can be best summarized by the following words: "an increasing mathematization of our society is complemented by an increasing demathematization of its individual members" (Keitel, 1997:2). Because we are living in this mathematized society, we should develop mathematical literacy in order to encode and decode from the real world to the mathematical one. From this perspective, we discussed the fundamental principle of an alternative curriculum for mathematical literacy. In short, it means that mathematical thinking including modeling and critical thinking is emphasized increasingly as well as mathematical contents.

    DOI: 10.14935/jssej.32.366

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  • Chronological Table of Scientific Literacy since 1944

    NAGASAKI Eizo, SAITO Moegi, ABE Yoshitaka

    Journal of Science Education in Japan   32 ( 4 )   340 - 348   2008

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    A Chronological Table of Scientific Literacy since 1944 was developed for a better understanding of scientific literacy. In this context, scientific literacy includes not only scientific literacy itself but also mathematical literacy and technological literacy. The table is indebted to the project "Science and Technology Literacy for Morally Well-Off Life in the 21^<st> Century" during the years 2005-2007 for its results.

    DOI: 10.14935/jssej.32.340

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  • Trends in Literacy in Mathematics Education and Research on the Literacy of Japan

    NAGASAKI KIZO, ABE Yoshitaka

    Journal of Japan Society of Mathematical Education   89 ( 9 )   11 - 20   2007.9

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    Language:Japanese   Publisher:日本数学教育学会  

    我が国における数学的リテラシーとその研究に関する動向について,我が国の数学的リテラシー研究の変遷,我が国固有の数学的リテラシー論,我が国における数学的リテラシーの議論,我が国の数学的リテラシー研究の特徴,からまとめた.我が国の数学教育におけるリテラシーの議論は,80年代初頭のコンピュータリテラシーの議論に始まり,次第に現在の数学的リテラシーの議論へと移っていることが明らかにされた.そして,我が国固有な数学的リテラシー論として,「マジョリティの生徒の知的育成のための数学」,「情報化社会における一般市民の広義の読み書き能力」,「マテラシー」の3つが同定された.

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  • Trends in studies on scientific, mathematical & technological literacy in Japan: focused on fields of education Reviewed

    長崎 栄三, 阿部 好貴, 斉藤 萌木

    国立教育政策研究所紀要   136   189 - 205   2007.3

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    Language:Japanese   Publisher:国立教育政策研究所  

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  • 数学的リテラシー育成を目標としたカリキュラムの構築に向けた基礎的研究 : AAAS・プロジェクト2061の考察をとおして Reviewed

    阿部 好貴

    数学教育論文発表会論文集   39   31 - 36   2006.10

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  • A Research on Literacy in Mathematics Education : On a Conceptual Regulation of Literacy Reviewed

    ABE Yoshitaka

    Research in mathematics education : journal of JASME   12   133 - 139   2006

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    Language:Japanese   Publisher:全国数学教育学会  

    A purpose of this research is to show current direction of literacy. In addition, as concrete context, an environmental problem is introduced as a focus for one of the literacy perspectives. From historical viewpoint of literacy, literacy theories have had two aspects; one is literacy as "culture", and the other is literacy as "reading and writing". OECD/PISA literacy and AAAS/SFAA literacy which are well-known literacy theories are considered in these two viewpoints, literacy as "culture" and literacy as "reading and writing", as a frame. As a result, present direction of literacy can not only be narrowed down to "reading and writing" but also extending to "culture". In this research, environmental problem is set for one focus for literacy that includes culture. And, approach for an environmental problem in mathematics education is considered based on D'Ambrosio (1994)'s work. That is, it suggests that curriculum constitution based on progressivism is important and mathematical modeling activity is effective approach.

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Books

  • 小学校教師のための算数と数学15講

    阿部好貴, 早田透( Role: Joint author ,  第3講「演算決定のためのモデル」)

    ミネルヴァ書房  2019.1 

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  • 数学教育の哲学

    阿部好貴( Role: Joint translator ,  第1章「絶対主義者の数学の哲学への批判,日本語版に向けて」)

    東洋館出版社  2015.9 

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  • 新しい学びを拓く 数学科授業の理論と実践 中学・高等学校編

    岩崎秀樹, 真野祐輔, 阿部好貴( Role: Joint author ,  第1章「今日の数学科の課題と展望」)

    ミネルヴァ書房  2010 

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MISC

  • 菊池大麓『初等幾何学教科書』からみた論証指導の意義に関する一考察

    阿部 好貴, 大滝 孝治, 岩崎 秀樹

    日本数学教育学会第6回春期研究大会論文集   51 - 54   2018.6

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  • 教員を目指す学生を取りまくICT環境と情報教育に対する意識の実態

    興治文子, 金長正彦, 金長正彦, 乙藤岳志, 乙藤岳志, 下保敏和, 佐藤亮一, 岸本功, 小栗美香, 垣水修, 阿部好貴

    新潟大学教育学部研究紀要 自然科学編(Web)   10 ( 2 )   183‐196 (WEB ONLY) - 196   2018.3

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  • 関数領域における数学的モデル化と論証の接続の考察 : 変化の割合に着目して

    橋本 善貴, 阿部 好貴, 渡邊 光

    秋期研究大会発表集録   49   325 - 328   2016.10

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  • A Study on Subject Matter Knowledge in Mathematics Teacher Education (1) Focusing on an Extension of Pythagorean Theorem

    Abe Yoshitaka, Kakimizu Osamu, Hasegawa Keizo, Harima Tadahito, Fushiki Tadayoshi, Watanabe Michiyuki

    新潟大学教育学部研究紀要 自然科学編   9 ( 1 )   1 - 10   2016.10

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  • A Consideration on Development of Mathematical Modeling

    ABE Yoshitaka

    Proceedings of the Annual Meeting of Japan Society for Science Education   38 ( 0 )   39 - 40   2014

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    Language:Japanese   Publisher:一般社団法人 日本科学教育学会  

    本稿は,数学的モデル化の展開について課題を明確にすることを目的とする。そのために,数学的モデル化の2つの教育的機能に着目し,それぞれの視点から実践との関わりを考察した。その上で,数学的モデル化の展開に関する課題として,「数学の方法と内容の接続」,「数学的モデル化における抽象と一般化の接続」,「方法知としての数学的モデル化の認識方法の明確化」という3点を述べた。

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  • Mathematical Literacy as the Cultural Initiation : Research Problems for Structuralizing of the Methods of Mathematics

    ABE Yoshitaka

    Proceedings of the Annual Meeting of Japan Society for Science Education   37 ( 0 )   244 - 247   2013

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    Language:Japanese   Publisher:一般社団法人 日本科学教育学会  

    本稿では,Chevallard(2007)の論考に基づき,「文化的手ほどき」として数学的リテラシーの捉え方の再考をおこなった。本稿の主張は,文化的手ほどきとしての数学的リテラシーを,数学的モデル化という数学の方法から包括的に捉えることが,数学の方法の構造化に対して有効である,ということである。そして,このように数学の方法を包括的に捉えた上で,数学の方法の構造化のためには,以下の3点の課題を解決することが必要であることを論じた。①「思考による抽象」との接続,②一般化との接続,③内容との接続。

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  • 附属学校における現職教員研修会の在り方に関する研究-中学校数学教師の実践力の向上を目指して-

    神原 一之, 河嵜 祐子, 富永 和宏, 阿部 好貴, 岩崎 秀樹, 馬場 卓也

    学部・附属学校共同研究紀要   40   23 - 28   2012.3

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  • Research on Fostering Literacy in Mathematics Education

    ABE Yoshitaka

    Journal of Japan Society of Mathematical Education   94   17 - 24   2011.5

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  • A study on teacher training for mathematics education (4) Improving teacher training in mathematics in terms of teaching assessment

    橋本 三嗣, 青谷 章弘, 阿部 好貴, 井上 芳文, 喜田 英昭, 砂原 徹, 富永 和宏, 森脇 政泰, 今岡 光範, 小山 正孝, 下村 哲

    The Annals of educational research   ( 39 )   51 - 56   2010

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    Language:Japanese   Publisher:広島大学学部・附属学校共同研究機構  

    本研究は中学校・高等学校数学科における教育実習の評価, とりわけ授業実践に関する観点別評価のあり方を改善し, 教育実習の充実をはかるものであり, 本稿はその第4年次報告である。今年度は, 教育実習における教科指導全体を, 授業評価を軸にして実施・検討するという手法で, 教育実習を改善することを目指した研究を行った。その結果, 初めて教壇に立つ教育実習生にも授業を構成する要素や授業評価基準をわかりやすく示すことができる, 指導教員が各々の教育実習生の課題やその推移を把握しやすい, 教育実習の評価をより客観的なものにできるなどの優れた点がある一方で, 授業実践に先立つ教材研究の部分を評価するためには必ずしも十分ではないことが示された。

    DOI: 10.15027/31216

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  • From Problem Solving to Mathematical Activity : Mathematical Literacy as the Bridge

    ABE Yoshitaka

    年会論文集   33   111 - 114   2009.8

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    Language:Japanese   Publisher:一般社団法人日本科学教育学会  

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Awards

  • 学会奨励賞

    2016.1   全国数学教育学会   中等教育を一貫する数学的活動に基づく論証指導の理論的基盤:カリキュラム開発に向けた枠組みの設定

    宮川健, 真野祐輔, 岩崎秀樹, 國宗進, 溝口達也, 石井英真, 阿部好貴

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  • 学会奨励賞

    2011.1   全国数学教育学会   数学的リテラシー育成のための数学的活動のあり方に関する一考察

    阿部 好貴

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Research Projects

  • 中等教育を一貫する論証能力の形成に関する文化論的・人間学的研究

    2018.4 - 2022.3

    System name:科学研究費補助金(基盤研究(B))

    溝口達也

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    Grant type:Competitive

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  • 数学的リテラシー育成という視座からみた言語活動に関する基礎的研究

    2017.4 - 2018.3

    System name:ヒラバヤシ基金研究助成金

    Awarding organization:全国数学教育学会

    阿部好貴

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    Authorship:Principal investigator  Grant type:Competitive

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  • 国際的な研究文脈におけるわが国の数学教育研究の特徴と傾向

    2015.4 - 2018.3

    System name:科学研究費補助金(基盤研究(C))

    岩崎秀樹

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  • 中等教育を一貫する数学的活動の領域間ネットワーク化による論証カリキュラム開発研究

    2015.4 - 2018.3

    System name:科学研究補助金(基盤研究(B))

    溝口達也

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  • 中等教育を一貫する数学的活動に基づく論証指導カリキュラムの開発研究

    2012.4 - 2015.3

    System name:科学研究費補助金(基盤研究(B))

    岩崎秀樹

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    Grant type:Competitive

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  • 数学的リテラシーについての生涯モデルの構成とその理論的枠組に関する研究

    2012.4 - 2014.3

    System name:科学研究費補助金(挑戦的萌芽研究)

    長崎栄三

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    Grant type:Competitive

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  • 数学的リテラシー育成のためのカリキュラム開発に向けた基礎的研究

    2012.4 - 2014.3

    System name:科学研究費補助金(若手研究(B))

    阿部好貴

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    Authorship:Principal investigator  Grant type:Competitive

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  • 数学的リテラシーからみえる数学教育学の課題

    2011.4 - 2014.3

    System name:科学研究費補助金(挑戦的萌芽研究)

    岩崎秀樹

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    Grant type:Competitive

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Teaching Experience

  • 授業研究の理論と実践

    2022
    Institution name:新潟大学

  • 教育実践基礎実習

    2021
    Institution name:新潟大学

  • 数学・数学教育学研究入門

    2021
    Institution name:新潟大学

  • 保育内容指導法(環境)

    2021
    Institution name:新潟大学

  • 保育内容の研究(環境)

    2021
    -
    2022
    Institution name:新潟大学

  • 授業改善と学習評価B(数理系)Ⅱ

    2020
    Institution name:新潟大学

  • 学校経営シャドウイング実習

    2020
    Institution name:新潟大学

  • 課題研究Ⅳ

    2020
    Institution name:新潟大学

  • 中等教育実習I(事前・事後指導)

    2020
    Institution name:新潟大学

  • 課題研究Ⅱ

    2020
    Institution name:新潟大学

  • 初等教育実習I(事前・事後指導)

    2020
    Institution name:新潟大学

  • 初等教育実習II(事前・事後指導)

    2020
    Institution name:新潟大学

  • 教育実践課題検証実習

    2020
    Institution name:新潟大学

  • 中等教育実習II(事前・事後指導)

    2020
    Institution name:新潟大学

  • 教育実践課題分析実習

    2019
    Institution name:新潟大学

  • 教育実践課題発見実習

    2019
    Institution name:新潟大学

  • 教育実践課題達成実習

    2019
    Institution name:新潟大学

  • 学校経営課題達成実習

    2019
    Institution name:新潟大学

  • 課題研究Ⅲ

    2019
    Institution name:新潟大学

  • 課題研究Ⅰ

    2019
    Institution name:新潟大学

  • 学校経営課題分析実習

    2019
    Institution name:新潟大学

  • 授業改善と学習評価B(数理系)Ⅰ

    2019
    Institution name:新潟大学

  • 保育内容の研究(環境)

    2017
    -
    2022
    Institution name:新潟大学

  • 現代リテラシー論演習

    2017
    Institution name:新潟大学

  • 授業開発と実践

    2016
    -
    2019
    Institution name:新潟大学

  • 教職実践演習(中等)

    2016
    Institution name:新潟大学

  • 教職実践演習(初等)

    2016
    Institution name:新潟大学

  • 教職実践演習

    2016
    Institution name:新潟大学

  • スタディ・スキルズH

    2013
    Institution name:新潟大学

  • 小学校算数

    2012
    Institution name:新潟大学

  • 卒業研究

    2012
    Institution name:新潟大学

  • 算数科教育法

    2012
    Institution name:新潟大学

  • 数学科教育法IV

    2012
    -
    2020
    Institution name:新潟大学

  • 数学科教育法I

    2012
    -
    2020
    Institution name:新潟大学

  • 教材開発の実際と課題

    2012
    -
    2017
    Institution name:新潟大学

  • 数学科教育課題研究IV

    2012
    -
    2016
    Institution name:新潟大学

  • 数学科教材開発研究特論

    2012
    -
    2016
    Institution name:新潟大学

  • 数学科教育課題研究III

    2012
    -
    2016
    Institution name:新潟大学

  • 数学科教育課題研究II

    2012
    -
    2015
    Institution name:新潟大学

  • 数学科教育課題研究I

    2012
    -
    2015
    Institution name:新潟大学

  • 数学科教育学演習

    2012
    -
    2015
    Institution name:新潟大学

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