Category:Oberwolfach Surgery Seminar 2012

From Manifold Atlas
(Difference between revisions)
Jump to: navigation, search
Line 3: Line 3:
This category is to help organise the scientific part of the meeting: material, including videos of the lectures, will be added in due course.
This category is to help organise the scientific part of the meeting: material, including videos of the lectures, will be added in due course.
<wikitex>;
<wikitex>;
The first goal of this seminar is to define and describe both the topological surgery exact sequence and the algebraic surgery exact sequence for a closed topological manifold of dimension $n \geq 5$. The second goal is to construct an isomorphism between the geometric and the algebraic surgery exact sequence.
+
The first goal of this seminar was to define and describe both the topological surgery exact sequence and the algebraic surgery exact sequence for a closed topological manifold of dimension $n \geq 5$. The second goal was to construct an isomorphism between the geometric and the algebraic surgery exact sequence.
</wikitex>
</wikitex>
* [[:Category:Surgery|Surgery on the Manifold Atlas]]
* [[:Category:Surgery|Surgery on the Manifold Atlas]]
[[Category:Meetings]]
[[Category:Meetings]]

Latest revision as of 21:14, 14 June 2012

The Surgery Theory Seminar at the MFO in Oberwolfach took place May 26 - June 1 2012. Photo Videos of lectures

This category is to help organise the scientific part of the meeting: material, including videos of the lectures, will be added in due course.

The first goal of this seminar was to define and describe both the topological surgery exact sequence and the algebraic surgery exact sequence for a closed topological manifold of dimension n \geq 5. The second goal was to construct an isomorphism between the geometric and the algebraic surgery exact sequence.

Personal tools
Namespaces
Variants
Actions
Navigation
Interaction
Toolbox