# Questions about surgery theory

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== Questions == | == Questions == | ||

=== Simply connected odd-dimensional L-groups === | === Simply connected odd-dimensional L-groups === | ||

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How does one prove that $L_{2k+1}(e) = 0$ ? | How does one prove that $L_{2k+1}(e) = 0$ ? | ||

Read, {{cite|Kervaire&Milnor1963|Section 6}}, {{cite|Browder|1972|Iv.3}}, {{cite|Ranicki|2002|12.6}}. | Read, {{cite|Kervaire&Milnor1963|Section 6}}, {{cite|Browder|1972|Iv.3}}, {{cite|Ranicki|2002|12.6}}. | ||

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+ | == References == | ||

+ | {{#RefList:}} | ||

== Proposed questions == | == Proposed questions == |

## Revision as of 15:42, 6 August 2010

This page organizes questions and answers about surgery theory.

The natural first port of call for quick answers is [Mathoverflow].

Below you find a list of question pages and proposed questions pages: each question in the Atlas has its own page in the chapter.

## Contents |

## 1 Questions

### 1.1 Simply connected odd-dimensional L-groups

How does one prove that ?

Read, [Kervaire&Milnor1963, Section 6], [Browder, 1972], [Ranicki, 2002].

## 2 References

- [Browder] Template:Browder
- [Kervaire&Milnor1963] M. A. Kervaire and J. W. Milnor,
*Groups of homotopy spheres. I*, Ann. of Math. (2)**77**(1963), 504–537. MR0148075 (26 #5584) Zbl 0115.40505 - [Ranicki] Template:Ranicki