Subject: list
Date: Mon, 05 Nov 2001 15:50:27 -0500 (EST)
From: "W. Stephen Wilson" <wsw@math.jhu.edu>
To: dmd1@lehigh.edu

Thanks for all the responses to my question.  After looking
at all the suggestions and going back and looking again at
Stong's paper, I concluded that what I recalled really
was Stong's paper after all.  He uses old exact sequences
of Toda.  The problem was that my memory of the paper was
somewhat clearer than the actual paper itself.  My memory
seldom functions like that so I figured I had the wrong paper.

Steve

W. Stephen Wilson                   (410) 516-7413
Department of Mathematics      FAX  (410) 516-5549
Johns Hopkins University
Baltimore, MD 21218               wsw@math.jhu.edu

http://www.math.jhu.edu/~wsw/

> I recall reading a paper in my youth which had all the stable
> exact sequences of cyclic modules over the Steenrod algebra
> associated with connective bo and bu.  i.e. the stable
> cofibrations associated with the two of these and the
> successive connective covers.  I remember reading this paper
> and learning a lot from it at the time.  However, I don't
> recall the paper now.  It isn't Adams' "chern class" paper or
> Stong's computation of the unstable homology paper.
> It is possible I made it up though.  I can still do that.
>
> Anyway, does anyone remember a paper fitting the above description?
>