Bonn THDM 2013: Background
(Difference between revisions)
m |
m |
||
| Line 1: | Line 1: | ||
| − | + | The prerequisites for the Summer School are knowledge of the basics of differential and algebraic topology, meaning: manifolds, Poincaré duality, bundles, cobordism, transversality, generalized homology and cohomology and homotopy groups. | |
| − | + | ||
| − | + | ||
| − | + | ||
| − | + | ||
| − | + | ||
| − | + | ||
| − | + | ||
Participants should be familiar with the concepts and ideas covered in the first 7 chapters of the book {{citeD|Ranicki2002}}. In addition participants should be familiar with the basics of spectra in stable homotopy theory. A good reference here is {{citeD|Hatcher2002|Section 4.F}}. | Participants should be familiar with the concepts and ideas covered in the first 7 chapters of the book {{citeD|Ranicki2002}}. In addition participants should be familiar with the basics of spectra in stable homotopy theory. A good reference here is {{citeD|Hatcher2002|Section 4.F}}. | ||
| Line 15: | Line 8: | ||
[[Category:Bonn THDM 2013]] | [[Category:Bonn THDM 2013]] | ||
| + | <!--* [[Bonn THDM 2013: Exercises|Exercises]] | ||
| + | * [[Bonn THDM 2013: Glossary|Glossary]] | ||
| + | * [[Bonn THDM 2013: Program|Program]] | ||
| + | * [[Bonn THDM 2013: Schedule|Schedule]] | ||
| + | * [[:Category:Surgery|Surgery on the Manifold Atlas]] | ||
| + | [http://www.dailymotion.com/playlist/x235tg_Carmen_Rovi_oberwolfach-surgery-theory/1#video=xr61y1| Videos of the Oberwolfach lectures] | ||
| + | * [[User:Philipp Kuehl|Philipp Kühl's]] stenographic [[media:OSS2012LectureNotes.pdf|lecture notes]]. This page lists the material which will be assumed knowledge for the Summer School. | ||
| + | == Prerequisites ==--> | ||
Revision as of 20:59, 18 June 2013
The prerequisites for the Summer School are knowledge of the basics of differential and algebraic topology, meaning: manifolds, Poincaré duality, bundles, cobordism, transversality, generalized homology and cohomology and homotopy groups.
Participants should be familiar with the concepts and ideas covered in the first 7 chapters of the book [Ranicki2002]. In addition participants should be familiar with the basics of spectra in stable homotopy theory. A good reference here is [Hatcher2002, Section 4.F].
The main references for the material covered in the seminar are [Lück2001] and [Kühl&Macko&Mole2011].
There is also a reading guide for surgery theory for topological manifolds available at the discussion page of the TSO-at-MFO 2012
