PDF) Frobenius Categories over a Triangular Matrix Ring and Comma Categories
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Exercises in Modules and Rings | SpringerLink
Modules and rings | Algebra | Cambridge University Press
Rings and Categories of Modules - Frank Wylie Anderson, Kent R. Fuller - Google Books
F. W. Anderson and K. R. Fuller, Rings and Categories of Modules (Graduate Texts in Mathematics, vol. 13, Springer-Verlag, 1974), ix + 339 pp., DM.36.30, $14.80. | Proceedings of the Edinburgh Mathematical Society | Cambridge Core
Classically Semisimple Rings : A Perspective Through Modules and Categories / Mathieu, Martin - 紀伊國屋書店ウェブストア｜オンライン書店｜本、雑誌の通販、電子書籍ストア
PDF) On rings whose flat modules form a Grothendieck category
Semilocal Categories and Modules with Semilocal Endomorphism Rings von Alberto Facchini - faltershop.at
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PDF) Chain Categories of Modules and Subprojective Representations of Posets over Uniserial Algebras
Bibliography - IPM
An Introduction to Rings and Modules: With K-Theory in View (Cambridge Studies in Advanced Mathematics, Series Number 65): Berrick, A. J., Keating, M. E.: 9780521632744: Amazon.com: Books
An Introduction to Rings and Modules: With K-Theory in View (Cambridge Studies in Advanced Mathematics, Series Number 65): Berrick, A. J., Keating, M. E.: 9780521632744: Amazon.com: Books
Ring (mathematics) - Wikipedia
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Module (mathematics) - Wikipedia
Graduate Texts in Mathematics 13) Frank W. Anderson, Kent R. Fuller (Auth.) - Rings and Categories of Modules (1992, Springer-Verlag New York) PDF | PDF | Ring (Mathematics) | Module (Mathematics)
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References - Graded Rings and Graded Grothendieck Groups
Approximations and Endomorphism Algebras of Modules
Amazon | Rings and Categories of Modules (Graduate Texts in Mathematics, 13) | Anderson, Frank W., Fuller, Kent R. | Algebra
PDF) Topics in Lattice Theory with Applications to Rings, Modules and Categories Lecture Notes, Escola de Algebra, XXIII Brazilian Algebra Meeting, Maringa, Parana, Brasil, 2014, 80 pages.
abstract algebra - Rings and Categories of Modules by Anderson and Fuller: Corollary $7.4$ - Mathematics Stack Exchange
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