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- Notes on Restricted Inverse Limits of Categories
- Section I.7. Categories: Products, Coproducts, and Free Objects
- Adjoint Functors
- Category Theory for Beginners*
- Notes on Category Theory
- 4 Categorical Limits and Colimits
- Intro to Sheaves and Abelian Categories
- An Introduction to Topos Theory
- The Functor Category∗ Categorical Methods in Representation Theory, Bristol, Sept
- The Category of Sets
- Elementary Topos Theory and Intuitionistic Logic
- Category Theory Lecture Notes
- An Informal Introduction to Topos Theory
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- DIRECT LIMITS, INVERSE LIMITS, and PROFINITE GROUPS the First
- Additive, Abelian, and Exact Categories
- The Freyd's Adjoint Functor Theorem
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- MATH 849 NOTES FERMAT's LAST THEOREM Contents 1. 2018-01-29: Inverse Systems and Limits; Profinite Completion 1 2. 2018-01-31
- Category Theory Notes
- Categories and Functors. Its New Language—Originally Called "General Abstract Nonsense" Even by Its Initiators—Spread Into Many Different Branches of Mathematics
- CATEGORICAL ALGEBRA 1. Introduction. Category, Functor, And
- Limits of Categories, and Sheaves on Ind-Schemes
- Category Theory
- What the Functor?: Category Theory and the Concept of Adjointness
- 18.S996S13 Textbook: Basic Category Theory
- Category Theory
- Intro to Category Theory: Functors 1 Functors
- An Introduction to Category Theory (And a Little Bit of Algebraic Topology)
- Cocompleteness of Categories of Algebras - an Overview
- Category Theory
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- Cartesian Closed Categories CCC
- Category Theory and Galois Theory
- Math 250A Lecture 6 Notes
- Topos Theory Notes: Cartesian Closed Categories and Subobject Classifiers
- The Right Derived Functors of the Inverse Limit and Kernel Functors
- Categories and Functors
- Categories, Mathematics, and Systems
- Locally Cartesian Closed Categories and Type Theory by R
- Basics of Sheaves
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- A Gentle Introduction to Category Theory
- A Guided Tour in the Topos of Graphs
- Pushouts, Pullbacks and Their Properties
- Cartesian Closed 2-Categories and Permutation Equivalence in Higher-Order Rewriting
- A Note on Kernels, Images, and Cokernels in the Perverse Category
- The Category of Modules Over a Commutative Ring and Abelian Categories
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- Introduction
- Category Theory Notes Edward Burkard
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- Introduction to CATEGORY THEORY and CATEGORICAL LOGIC
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- Introduction to Distributive Categories
- Category Theory
- Some Categorical Aspects of the Inverse Limits in Ditopological Context