filmov
tv
M-13. Contractible spaces and Homotopy Equivalence
![preview_player](https://i.ytimg.com/vi/9PODwZyg7mo/sddefault.jpg)
Показать описание
M-13. Contractible spaces and Homotopy Equivalence
Algebraic Topology: Contractible spaces and homotopy equivalence
Contractible Curves and Simply Connected Regions
Homotopy equivalence
Week 2 Lecture 2B Contractible Spaces
Homotopy Class and the Fundamental group
Lec 13. Characterization of simply connected spaces
1. History of Algebraic Topology; Homotopy Equivalence - Pierre Albin
TMS21 Lecture 10. Titus Neupert. Topology Bands from homotopy theory, part 1.
Contractible Spaces, Retraction and Deformation Retraction of Spaces
M-17. Fundamental groups Homeomorphic and contractible Spaces
Algebraic Topology: L4, homotopy and cones, connectedness, 9-8-16, part1
Algebraic Topology - 13.0.1 - Homotopy Groups (first explanation)
Lec 3. Deformation Retract
Stable Homotopy Seminar, 13: The Smash Product
contractible space and introduction to fundamental group
The Homotopy Theory of Stratified Spaces
Homeomorphisms and Homotopy Equivalences [Henry Adams]
Algebraic Topology - 11.2 - Homotopy Definitions
I. A. Taimanov - The spaces of non contractible closed curves in compact space forms
Lecture 3 Homotopy equivalence and homotopy extension
HoTT Lecture 6: Contractible Types -- HoTTEST Summer School 2022
Algebraic Topology - 13.3 - Homotopy Groups of Spheres Vanishing
Introduction to stable homotopy theory - Lecture 13
Комментарии