Virgil
Posts:
9,012
Registered:
1/6/11


Re: Matheology � 300
Posted:
Jul 7, 2013 3:35 AM


In article <krb4m5$ftr$1@solani.org>, "Michael Klemm" <m_f_klemm@tonline.de> wrote:
> WM wrote: > > > ... except in matheology where the sequence 1/Card(N\FIS(n)) is 0 for > > every n but has limit oo. > > No. lim_{n>oo} 1/Card(N\FIS(n)) = lim_{n>oo} 1/oo = lim_{n>oo} 0 = > 0. > > Regards > Michael
Note that within the standard real number system, 1/oo is not even defined.
One would have to go to one of the compactifications of the reals for it to make any sense.
But not even the the standard reals can have any reality within WM's wild weird world of WMytheology since in that WMytheology there are only finitely many reals, thus no limit points and certainly no infinities with which to compactify them. 

