Date: Mar 9, 2013 9:10 AM
Subject: Re: Matheology § 222 Back to the roots
On 9 Mrz., 14:13, William Hughes <wpihug...@gmail.com> wrote:
> WM logic (all statements are
> things that WM agrees with)
Would you deny or forbid that we have learned a lot about infinities
in this thread?
> No findable line of L is coFIS
> with d
This holds for the actually infinite d. It surpasses all lines.
> g is a findable line of L
> g is coFIS with d
There is a g for every FIS of d in potential infinity.
(Remember: d is nothing but its FISs. Every line is a FIS of d.
Nothing of d can surpass every line.)
> It is amazing what WM will say.
Given the writings of matheologians it is not surprising to see how
difficult it is to bridge the abyss between the infinities and their