Subject: Re: 2 questions
Date: Wed, 04 Sep 2002 08:45:12 -0700
From: Jim Lin <jimlin@ucsd.edu>

I have a question for the list:

For all simply connected Lie groups G, one has P^p P^1 H^3(G;Z_p)
lies in the image of P^1  where the P's are the Steenrod operations
at odd primes p.

Does anyone know any homotopy theoretic proof for this for finite
H-spaces? Or any ideas on how one might approach this question?   

thanks, Jim Lin