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1
Introduction
2
Preliminaries
3
Parallelmorphisms
4
Homotopics
5
Composition
6
Infinity categories
7
Mathematical concepts
8
Infinity category
9
Infinity zero categories
10
Axiom
11
Examples
12
Model categories
13
Model structure
14
Model category
15
Notation
16
Quasicategories
17
Vibrant objects
18
Another theorem
19
The model
20
Equivalences
21
Strict one category
22
Infinity one category
Description:
Explore a conference talk on equivalences in higher categories presented by Viktoriya Ozornova at the Centre International de Rencontres Mathématiques in Marseille, France. Delve into advanced mathematical concepts including parallelmorphisms, homotopics, infinity categories, model categories, and quasicategories. Learn about key topics such as composition, mathematical axioms, vibrant objects, and the distinctions between strict one categories and infinity one categories. Gain insights into the theoretical foundations and applications of higher category theory through this in-depth, hour-long presentation recorded during the thematic meeting on Chromatic Homotopy, K-Theory and Functors.

Equivalences in Higher Categories

Centre International de Rencontres Mathématiques
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