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on
1
Introduction
2
Joint work
3
Presentation
4
Tribe
5
Clan
6
Anodyne map
7
Kin complexes
8
Retraction
9
Theory of Tribe
10
Type notation
11
Dependent type
12
Change of parameters
13
Context extension
14
Pat objects
15
Multiple categories
16
Identity of type A
17
Brown vibration category
18
Tight theory vs Tribe
19
Equivalence
20
A implies B
21
Univariate vibration
22
Small vibration
23
Universal vibration
24
Completing univariant machine
25
Descent
Description:
Explore André Joyal's in-depth conference talk on Vladimir Voevodsky's univalence principle, delivered at the Institute for Advanced Study. Delve into key concepts such as anodyne maps, kin complexes, type notation, dependent types, and the theory of Tribe. Examine the relationships between tight theory and Tribe, equivalence, and univariate vibration. Gain insights into Brown vibration categories, universal vibration, and the completion of univariant machines. This comprehensive presentation covers a wide range of topics in mathematical logic and type theory, offering a valuable resource for researchers and advanced students in the field.

On Voevodsky's Univalence Principle - André Joyal

Institute for Advanced Study
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