
Re: Does a nonlinear additive function on R imply a Hamel basis of R?
Posted:
Apr 21, 2013 7:59 PM


<lugita15@gmail.com> wrote in message news:9011f485cd524539aff7668c73afcca9@googlegroups.com... > On Saturday, April 20, 2013 8:50:11 PM UTC4, Mike Terry wrote: > > Indeed not, my bad. And it seems to construct an f which works along the > > > > lines I intended, I would want to use AC at some point, which is no help! > > So Mike, do you still think that "your original argument only > really needed one irrational number, rather than a Hamel basis, I believe."?
:) No, I was admitting as much in my last post. The question is much more subtle than I first thought...
Mike.

