In article <37bfbcc4-833a-4211-8554-ef81844d7e54@y12g2000vba.googlegroups.com>, WM <mueckenh@rz.fh-augsburg.de> wrote:
> On 14 Dez., 23:12, Virgil <vir...@ligriv.com> wrote: > > In mathematics, there are only natural numbers that > > > fit into one FISON. > > > > How does any one fison, say f, contain Max(f) + 1? > > This simple question shows an incorrect understanding of infinity.
What it shows is that WM is incapable of honesty, as any honest answer would scuttle WM's claims.
Let > me reply with an as simple answer: > For every number n there is a FISON {1, 2, ..., 2n}. As this holds for > every n, we see that at most half of the union of all FISONs, i.e. |N, > can be populated by natural numbers, the remaining places being empty.
What WM's "we" sees does not exist. WM now claims that half of the natural numbers are not natural numbers at all but are merely empty spaces.
But I challenge him to find any natural whose successor is an empty space, or to find any "place" in |N which is not occupied by a natural.
His failure to do so will prove him to be wrong! Again!! As usual!!! --
