DOCSLIB.ORG
Explore
Sign Up
Log In
Upload
Search
Home
» Tags
» Kan extension
Kan extension
Giraud's Theorem
Left Kan Extensions Preserving Finite Products
Free Models of T-Algebraic Theories Computed As Kan Extensions Paul-André Melliès, Nicolas Tabareau
Double Homotopy (Co) Limits for Relative Categories
Quasicategories 1.1 Simplicial Sets
Kan Extensions Along Promonoidal Functors
Quantum Kan Extensions and Applications
Ends and Coends
Category Theory and Diagrammatic Reasoning 3 Universal Properties, Limits and Colimits
Kan Extensions and the Calculus of Modules for $\Infty $-Categories
Using Rewriting Systems to Compute Left Kan Extensions and Induced Actions of Categories
Introduction
Tensor Induction As Left Kan Extension
Notes on Categorical Homotopy Theory
The Theory of Quasi-Categories and Its Applications
A Categorical Approach to the Maximum Theorem
Categorical Homotopy Theory Emily Riehl
Kan Extensions and the Calculus of Modules for ∞-Categories
Top View
Kan Extensions Are Partial Colimits, As Claimed by the Paper’S Title
Kan Extensions and Nonsensical Generalizations
A Not So Short Introduction to Grothendieck Topoi (Extended Abstract)
Homotopy Limits and Colimits in Nature a Motivation for Derivators Summer School on Derivators — Universit¨Atfreiburg — August 2014 Preliminary Version 21.10.14
Kan Extensions in Context of Concreteness
Concepts Are Kan Extensions”: Kan Extensions As the Most Universal of the Universal Constructions
Notes on Quasi-Categories
Categorical Structures Enriched in a Quantaloid: Categories, Distributors and Functors
Distributors at Work
Natural Factorizations and the Kan Extension of Cohomology Theories Cahiers De Topologie Et Géométrie Différentielle Catégoriques, Tome 17, No 1 (1976), P
A Brief Survey on Kan Extensions
Quantization As a Kan Extension
Kan Extensions for Program Optimisation Or: Art and Dan Explain an Old Trick
Extending Set Functors to Generalised Metric Spaces
Notes on Quasi-Categories
So, What Is a Derived Functor? 1
Basic Concepts of Enriched Category Theory
Talbot Notes
Ambidexterity §4
Characterizing Shape Theories by Kan Extensions
Fast Left-Kan Extensions Using the Chase
Arxiv:1902.01225V8 [Math.CT]
Kan Extensions and Cartesian Monoidal Categories
Kan Extensions in Double Categories (On Weak Double Categories, Part Iii)
Sheaves from Scratch Kay Werndli 11Th December, 2010
Kan Extension Kan Extension
Postulated Colimits and Left Exactness of Kan-Extensions∗
Limits in Free Coproduct Completions
Kan Extensions
Weighted Limits and Colimits
Quasi-Categories and Kan Complexes A