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Algebraic theories : a categorical introduction to general algebra (Cambridge tracts in mathematics ; 184)

Algebraic theories : a categorical introduction to general algebra (Cambridge tracts in mathematics ; 184)
紙図書
J. Adámek, J. Rosický, E.M. Vitale, with a foreword by F.W. Lawvere.Cambridge University Press2011.<MA67-B75>
国立国会図書館全国の図書館
  • 要約等...ween algebraic categories and algebraic ......rete algebraic categories over sets, and......s of algebraic categories, a recent research area"--Pro...
  • 内容細目...ract Algebraic Categories. Algebraic the...... and algebraic categories ; Sifted and f......rs ; Algebraic categories as free comple......n of algebraic categories ; From filtere......rete algebraic categories. One-sorted algebraic categories ; Algebras for......r ; Equational categories of [SIGMA]-alg......rted algebraic categories Selected topic......e ; Free exact categories ; Exact comple......s of algebraic categories. Monads ; Abelian categories ; More about d......rted algebraic categories.
  • 件名Categories (Mathematics) Algebraic logic...

Adjointness in the category of partial abelian monoids (Geometry of transformation groups and related topics)

Adjointness in the category of partial abelian monoids (Geometry of transformation groups and related topics)
紙デジタル記事
奥山 真吾, 鳥居 猛<Z43-1336>数理解析研究所講究録(通号 1612) 2008.9p.76～79
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BILOCALIZATION OF ABELIAN CATEGORIES

BILOCALIZATION OF ABELIAN CATEGORIES
デジタル記事
加藤, 裕基宇部工業高等専門学校2022-03宇部工業高等専門学校研究報告68p.33-38
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BILOCALIZATION OF ABELIAN CATEGORIES

BILOCALIZATION OF ABELIAN CATEGORIES
デジタル記事
2022-03宇部工業高等専門学校研究報告68p.33-38
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Frobenius pairs in abelian categories

Frobenius pairs in abelian categories
デジタル記事
2018-05-17Journal of Homotopy and Related Structures14 1p.1-50
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  • 参照Hereditary cotorsion pairs and silting subcategories in extriangulated categories
  • 並列タイトル等（連結）Correspondences with cotorsion pairs, exact model categories, and Auslander–Buchweitz cont...
  • 並列タイトル等Correspondences with cotorsion pairs, exact model categories, and Auslander–Buchweitz cont...

Extension groups between atoms in abelian categories

Extension groups between atoms in abelian categories
デジタル記事
2021-09Journal of Pure and Applied Algebra225 9p.106669-
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  • 参照Integrality of noetherian Grothendieck categories
  • 参照...fying Serre subcategories via atom spect......fying thick subcategories of the stable ......f Grothendieck categories A topological ......Classifying subcategories of modules ove......r for D(R) Des catégories abéliennes Tow......riangulated subcategories Abelian Categories with Applicati......and Accessible Categories An Introductio......ogical Algebra Categories and Sheaves Algebraic Geometr...

Abelian categories : hard

Abelian categories : hard
紙図書
Radoslav DimitricCambridge University Press2019
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Torsion Pairs and Quasi-abelian Categories

Torsion Pairs and Quasi-abelian Categories
デジタル記事
2020-11-17Algebras and Representation Theory24 6p.1557-1581
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  • 要約等...airs for quasi-abelian categories and give sever......translate from abelian categories to quasi-abelian categories. As an applica......tions to quasi-abelian categories.</jats:p>
  • 参照...sion-closed subcategories of module categories of hereditary ......extriangulated categories with negative first extension...

PRIME TENSOR IDEALS IN ABELIAN CATEGORIES OF REPRESENTATIONS OF QUIVERS OF TYPE A

PRIME TENSOR IDEALS IN ABELIAN CATEGORIES OF REPRESENTATIONS OF QUIVERS OF TYPE A
デジタル記事
タダ, シュンスケFaculty of Mathematics, Kyushu University2023Kyushu Journal of Mathematics77 1p.159-177
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PRIME TENSOR IDEALS IN ABELIAN CATEGORIES OF REPRESENTATIONS OF QUIVERS OF TYPE <i>A </i>

PRIME TENSOR IDEALS IN ABELIAN CATEGORIES OF REPRESENTATIONS OF QUIVERS OF TYPE <i>A </i>
デジタル記事
2023九州数学雑誌77 1p.159-177
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  • 要約等...eals in tensor abelian categories of quiver repr......deals in these categories are in canonical bijection wi...
  • 参照...r triangulated categories Persistence Theory: From Quiv...

a review of Slenderness. Volume 1. Abelian categories by Dimitric, Radoslav

a review of Slenderness. Volume 1. Abelian categories by Dimitric, Radoslav
デジタル記事
2021zbMATH Open
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a review of Slenderness. Volume 1. Abelian categories by Dimitric, Radoslav

pdfを表すアイコン
デジタル記事
西村, 泰一FIZ Karlsruhe, the Heidelberg Academy of Science and Humanities, and the European Mathematical Society2021zbMATH Open
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a review of Prime tensor ideals in abelian categories of representations of quivers of type A by Tada, Shunsuke

a review of Prime tensor ideals in abelian categories of representations of quivers of type A by Tada, Shunsuke
デジタル記事
2023zbMATH Open
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a review of Prime tensor ideals in abelian categories of representations of quivers of type A by Tada, Shunsuke

pdfを表すアイコン
デジタル記事
西村, 泰一FIZ Karlsruhe, the Heidelberg Academy of Science and Humanities, and the European Mathematical Society2023zbMATH Open
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When is an abelian category a quantum projective space?

When is an abelian category a quantum projective space?
デジタル記事
2018Proceedings of the 50th Symposium on Ring Theory and Representation Theory－p.131-136
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When is an abelian category a quantum projective space?

When is an abelian category a quantum projective space?
記事
2018Proceedings of the 50th Symposium on Ring Theory and Representation Theoryーp.131-136
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When is an abelian category a quantum projective space?

When is an abelian category a quantum projective space?
記事
2018Proceedings of the 50th Symposium on Ring Theory and Representation TheoryNAp.131-136
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Homological algebra in $${\varvec{n}}$$ n -abelian categories

Homological algebra in $${\varvec{n}}$$ n -abelian categories
デジタル記事
2017-08-16Proceedings - Mathematical Sciences127 4p.625-656
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  • 参照n-exangulated categories (I): Definitions and fundamen...

Cohomological dimension, cofiniteness and Abelian categories of cofinite modules

Cohomological dimension, cofiniteness and Abelian categories of cofinite modules
デジタル記事
2017-08Journal of Algebra484p.168-197
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A representation-theoretic approach to recollements of abelian categories

A representation-theoretic approach to recollements of abelian categories
デジタル記事
2018Surveys in Representation Theory of Algebrasp.67-154
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  • 参照Auslander's formula for contravariantly finite subcategories