[FOM] Collecting independence results

[Richard Zach]

Dear Daniel,

Have you looked at this book?

An introduction to independence for analysts / H.G. Dales and W.H.
Woodin.     New York : Cambridge University Press, 1987. London
Mathematical Society lecture note series ;115     

-Richard

On Tue, 2004-10-05 at 21:47 -0400, Daniel Ian Rosenbloom wrote:
> Dear FOMers,
> 
> For my undergraduate thesis, I'm considering doing a project on
> independence results in set theory that have applications to other areas
> of mathematics.  To that end, I am searching for any such results that
> exist scattered across articles and would benefit from a more
> consolidated/general/modern/detailed exposition and/or results that are of
> great general interest to mathematicians.  So far, I'm looking at
> Whitehead's conjecture, Kaplansky's conjecture, and Shelah and Soifer's
> work on AC and chromatic numbers of the plane, but I want to find more.
> 
> Would anyone have references to other results that I could use?  I'd
> greatly appreciate any help.
> 
> Sincerely,
> Daniel Rosenbloom
>