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Quotient category
Arxiv:1403.7027V2 [Math.AG] 21 Oct 2015 Ytnoigit Iebnlson Bundles Line Into Tensoring by N Ytednsyfoundation
Classification of Subcategories in Abelian Categories and Triangulated Categories
N-Quasi-Abelian Categories Vs N-Tilting Torsion Pairs 3
Basic Category Theory and Topos Theory
Weak Subobjects and Weak Limits in Categories and Homotopy Categories Cahiers De Topologie Et Géométrie Différentielle Catégoriques, Tome 38, No 4 (1997), P
Introduction to Category Theory (Notes for Course Taught at HUJI, Fall 2020-2021) (UNPOLISHED DRAFT)
Groups and Categories
On Ideals and Homology in Additive Categories
Agnieszka Bodzenta
Classifying Finite Localizations of Quasicoherent Sheaves
Components of the Fundamental Category II
A Categorys Quotient Category of Isomorphism Types Versus Its
A Model Structure on the Category of Small Acyclic Categories
AMALGAMATIONS of CATEGORIES 1. Introduction Taking the Pushout
Notes on Category Theory
Almost Abelian Categories Cahiers De Topologie Et Géométrie Différentielle Catégoriques, Tome 42, No 3 (2001), P
Definition 2.1. a Category C Is the Data of Two Collections
Model Categories Mark Hovey
Top View
CLASSIFYING SUBCATEGORIES in QUOTIENTS of EXACT CATEGORIES 3 Along H and F with Objects in D
On Abelian Categories Lemma 1.1. Let C Be a Full Subcategory of an Abelian Category, A
Aspects of Isotropy in Small Categories
Comprehension and Quotient Structures in the Language of 2
Basic Category Theory
The Functor Category∗ Categorical Methods in Representation Theory, Bristol, Sept
CATEGORY THEORY Contents 1. Definitions and Examples 2 2. The
Arxiv:1810.08752V2 [Math.CT] 22 Jun 2020 Medn;Gohnic Category
A Construction of a Quotient Tensor Category
ABSTRACT AESJLUTENESS PROPERTIES in CATEGORY THEORY by Robert Paré
Constructive Category Theory 3
The Stable Category of a Frobenius Category Is Triangulated
Graded Rings and Geometry S. Paul Smith
IV. Structure of Abelian Categories
Diagrams, Fibrations, and the Decomposition of Colimits
Quotient Categories and Grothendieck's Splitting
Michael Barr Charles Wells
Category Theory