Lecture Series on Bing topology and Casson handles

Freedman, Michael (2013) Lecture Series on Bing topology and Casson handles. [Video] (Unpublished)

	Video (1. Schoenflies Theorem according to Mazur and Morse) freedman01.mp4 - Presentation Download (749MB)
	Video (2. Generalized Schoenflies Theorem via the Bing shrinking principle) freedman02.mp4 - Presentation Download (803MB)
	Video (3. Decomposition space theory and shrinking: examples) freedman03.mp4 - Presentation Download (841MB)
	Video (4. Decomposition space theory and shrinking: examples) freedman04.mp4 - Presentation Download (744MB)
	Video (5. Sphere to sphere theorem) freedman05.mp4 - Presentation Download (859MB)
	Video (6. 4-manifolds circa 1974: surgery and h-cobordism, finding dual spheres) freedman06.mp4 - Presentation Download (867MB)
	Video (7. Casson handles) freedman07.mp4 - Presentation Download (875MB)
	Video (8. Exploring Casson handles and their variants, reimbedding) freedman08.mp4 - Presentation Download (829MB)
	Video (9. Geometric control and the Design) freedman09.mp4 - Presentation Download (763MB)
	Video (10. A Casson handle variant is topologically standard) freedman10.mp4 - Presentation Download (828MB)
	Video (11. Question and Answer Session) freedman12.mp4 - Presentation Download (765MB)

Abstract

In January/February 2013 Mike Freedman gave a series of 11 lectures at UC Santa Barbara explaining his proof of the 4-dimensional Poincaré conjecture. The lectures were broadcast live to the Max Planck Institute for Mathematics in Bonn as part of the Semester on 4-manifolds and their combinatorial invariants.

A complementary set of five lectures was given by Robert Edwards.

Item Type:	Video
Subjects:	3 Geometry and topology > 57-XX Manifolds and cell complexes
Divisions:	Research > Talks
Depositing User:	This Admin
Date Deposited:	07 May 2021 10:31
Last Modified:	08 Oct 2021 15:06
URI:	https://archive.mpim-bonn.mpg.de/id/eprint/4542

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