Introduction to stable homotopy theory - Lecture 3

preview_player
Показать описание
Coherent diagrams and ∞-categories
  1. Denis Nardin
Рекомендации по теме
Lecture 1: Overview 0:04:55

Lecture 1: Overview

Introduction to stable 1:22:53

Introduction to stable homotopy theory (Denis Nardin) - Lecture 1

Introduction to stable 1:22:53

Introduction to stable homotopy theory - Lecture 1

Introduction to stable 1:26:32

Introduction to stable homotopy theory - Lecture 2

Introduction to stable 1:26:32

Introduction to stable homotopy theory (Denis Nardin) - Lecture 2

Introduction to Homotopy 0:39:30

Introduction to Homotopy Theory- PART 1: UNIVERSAL CONSTRUCTIONS

An introduction to 1:35:49

An introduction to A^1 homotopy theory using enumerative examples - Kirsten Wickelgren

Introduction to stable 1:34:55

Introduction to stable homotopy theory (Denis Nardin) - Lecture 4

Introduction to stable 1:32:06

Introduction to stable homotopy theory - Lecture 8

Stable Homotopy Seminar, 1:02:46

Stable Homotopy Seminar, 1: Introduction and Motivation

Introduction to stable 1:28:37

Introduction to stable homotopy theory - Lecture 10

Stefan Schwede: Equivariant 1:00:41

Stefan Schwede: Equivariant stable homotopy - Lecture 1

Introduction to stable 1:28:48

Introduction to stable homotopy theory - Lecture 18

Introduction to stable 1:42:42

Introduction to stable homotopy theory - Lecture 20

Introduction to Stable 1:38:18

Introduction to Stable Homotopy Theory - Lecture 6

Introduction to stable 1:41:51

Introduction to stable homotopy theory - Lecture 17

Introduction to stable 1:29:18

Introduction to stable homotopy theory - Lecture 21

Introduction to stable 1:37:14

Introduction to stable homotopy theory - Lecture 19

Introduction to stable 1:31:44

Introduction to stable homotopy theory - Lecture 3

Introduction to stable 1:36:54

Introduction to stable homotopy theory (Denis Nardin) - Lecture 23

Stable Homotopy without 1:04:27

Stable Homotopy without Homotopy - Toni Mikael Annala

Introduction to stable 1:23:21

Introduction to stable homotopy theory (Denis Nardin) - Lecture 25

An introduction to 1:53:04

An introduction to A^1 homotopy theory using enumerative examples II - Kirsten Wickelgren

Introduction to stable 1:27:43

Introduction to stable homotopy theory - Lecture 13

Комментарии
Автор

Another question: I can understand the definition of homotopy as a contineous function from XxI to Y (let say), when we look at simplicial sets, that map from Xx(delta 1) to Y is difficult to describe by a formula, I know the definition of simplicial map as a natural map between functors (simplicial sets) but it still difficult to imagine how 1 or 2 or 3 simplices look in the example of simplicial maps from Xx(delta n) to Y.
I mean by delta 3 = the tetrahedron and etc.

tamirbuqaie
Автор

In the examples of Kan enriched category you always talk about higher homotopies? do you mean by 2-homotopy: the homotopy between to homotopies? for example in Top' the 2-simplices are homotopy (maps from cylinder of the form XxIxI) beyween to 1-homotopies (1-simplices)??
Thanks

tamirbuqaie