Diffeomorphisms of Lie groups

From: David Roberts <droberts@xxxxxxxxxxxxxxxxxxxxx>
Date: Wed, 27 Apr 2005 17:00:07 +0000 (UTC)

Just a question on diffeomorphisms of Lie groups - what is known about
these being homotopic to homomorphisms.

Specifically, Can we find an automorphism of a Lie group that is
homotopic to a given self-diffeomorphism?

David Roberts
Pure Maths
Adelaide Univ.

.

Follow-Ups:
- Re: Diffeomorphisms of Lie groups
  - From: Daniel Asimov
- Re: Diffeomorphisms of Lie groups
  - From: Dave Elliott

Prev by Date: Converging product?
Next by Date: Re: Homotopy classes [X x Y, Z] ?
Previous by thread: Converging product?
Next by thread: Re: Diffeomorphisms of Lie groups
Index(es):
- Date
- Thread

Relevant Pages

Diffeomorphisms of Lie groups
... >> Just a question on diffeomorphisms of Lie groups - what is known ... >> these being homotopic to homomorphisms. ... >some relevant works related to Poincaré's famous paper on ... David Roberts ...
(sci.math.research)
Re: Diffeomorphisms of Lie groups
... David Roberts wrote: ... > Just a question on diffeomorphisms of Lie groups - what is known ... To get homotopies, you can require that p be an element of a ...
(sci.math.research)
Re: Definitions of simply-connected
... I am trying to understand Lie groups ... in B which starts and ends at e (the unit element), ... how to associate an automorphism of B' with it. ... that f o s is the given loop. ...
(sci.math)