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Sheaves and Homotopy Theory
A Primer on Homotopy Colimits
Exposé I – Elements of Parametrized Higher Category Theory
The Log Product Formula and Deformations of Modules
Stacky Lie Groups,” International Mathematics Research Notices, Vol
On the Unicity of the Homotopy Theory of Higher Categories
A Bivariant Yoneda Lemma and (∞,2)-Categories of Correspondences
Sheaves in Homotopy Theory
Pseudo-Kan Extensions and Descent Theory
A Convenient Category of Locally Stratified Spaces
A Short Course on ∞-Categories
On the Unicity of the Theory of Higher Categories
Zsamboki Washington 0250E 1
Type Theory in Category Theory
Model Categories and Their Localizations Mathematical Surveys and Monographs Volume 99
University of Minnesota
Using the Internal Language of Topoi in Algebraic Geometry
FIBRATIONS of 8-CATEGORIES Contents Introduction 2 0.1. Main
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Arxiv:2107.13242V1 [Cs.LO] 28 Jul 2021 ..Crml’ Artifacts Attributes Cartmell’S with Category a for 3.5
The Diagonal of a Multicosimplicial Object
Parametrized Higher Category Theory
NOTES on CHAPTER 1 of HTT §1. a Category Has a Set (Or Class) Of
Covariant Model Structures and Simplicial Localization
The Canonical Grothendieck Topology and a Homotopical Analog
Arxiv:1807.03281V7 [Math.AT] 23 Aug 2020
Twisted Differential Cohomology Arxiv:1406.3231V1
Stabilization of Derivators Revisited 3
Arxiv:1501.02161V3 [Math.CT] 31 Oct 2020 Pedxa Suoucosadtentrlt Funstraightenin of Naturality the and Pseudofunctors References Presentable Are A
On the Unicity of the Homotopy Theory of Higher Categories
Arxiv:1702.02681V4 [Math.CT] 23 Jun 2020 Orsodne.Sglsae.Fnlfntr.Iiilfu Initial Functors
All About the Grothendieck Construction 3
Overcategories and Free Monoids for Overcategories
Arxiv:1605.00706V2 [Math.AT] 24 Nov 2017 Tions, We Prove the Following Strictification Result
Basic Constructions with Quasicategories
SIMPLICIAL SETS, I 1. Definitions Let ∆ Be the Following Category. • Objects
Category Theory∗