Search Results1-11 of  11

  • 岩永 恭雄 ID: 9000007971070

    Articles in CiNii:4

    • 代数学 (数学ブック・ガイド<特集>) (1983)
    • 多項式の既約性と因数分解 (特集 因数分解のひろがり) (2002)
    • 可換環とイデアル (特集 代数曲線の世界) (2004)
  • 岩永 恭雄 ID: 9000009155666

    Articles in CiNii:3

    • イデアルと剰余環--抽象代数学の基礎概念 (1986)
    • 例を中心とした環と体入門 (代数への招待<特集>) (1988)
    • 商空間 (空間<特集>) (1988)
  • 岩永 恭雄 ID: 9000016928237

    Articles in CiNii:3

    • On Publication of Shinshu Univercity Journal of Educational Research and Practice (2009)
    • Dean's Award Best Faculty of Education Graduate Thesis (2010)
    • Dean's Award (2011)
  • 岩永 恭雄 ID: 9000020002585

    信州大学教育学部 (1984 from CiNii)

    Articles in CiNii:1

    • 代数学I (1984)
  • 岩永 恭雄 ID: 9000020022765

    Articles in CiNii:1

    • 書評 (1982)
  • 岩永 恭雄 ID: 9000020030249

    Articles in CiNii:1

    • 書評 (1982)
  • IWANAGA Yasuo ID: 9000397691926

    Shinshu University (2015 from CiNii)

    Articles in CiNii:1

    • Realizing Explorative Proving Lessons in Junior High School Mathematics:Content "Properties of Parallel Lines and Angles" & "Properties of Angles in Polygons" (Grade 8) (2015)
  • IWANAGA Yasuo ID: 9000402923074

    Shinshu University (2018 from CiNii)

    Articles in CiNii:1

    • Evaluation of Non-Cognitive Skills Specific to Contents and Activities (2018)
  • Iwanaga Yasuo ID: 1000080015825

    Articles in CiNii:13

    • Modules of the Highest Homological Dimension over a Gorenstein Ring (1997)
    • Notes on Wakamatsu's Generalized Tilting Modules (2000)
    • 非可換ネーター環論が量子群に期待すること : 例を中心として(ホップ代数と量子群) (1997)
  • Iwanaga Yasuo ID: 9000002401212

    Articles in CiNii:3

    • Artin Rings with Large Indecomposable Modules (1982)
    • On Rings with Finite Self-injective Dimension-3- (1987)
    • Associative Algebras of Dimension Two over the Field of Real Numbers (1990)
  • Iwanaga Yasuo ID: 9000397840396

    Shinshu University (2016 from CiNii)

    Articles in CiNii:1

    • Reformation of Supporting System Designed for the Learning of Proofs:Enriching Planning a Proof with Employments of 'Theorem Block' (2016)
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