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Topic: Matheology � 300
Replies: 27   Last Post: Jul 9, 2013 2:50 PM

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Posts: 18,076
Registered: 1/29/05
Re: Matheology § 300
Posted: Jul 7, 2013 7:49 AM
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On Sunday, 7 July 2013 13:34:47 UTC+2, Julio Di Egidio wrote:
> "Michael Klemm" <> wrote in message news:krb4m5$ftr$ > 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. Pardon the basic question, but I do not understand your result. Isn't: lim_{n->oo} 1/Card(N\Fison(n)) = = 1/Card(N\(lim_{n->oo} Fison(n))) = = 1/Card(N\N)= = 1/Card({}) = = 1/0 = oo What am I doing wrong? Julio

You use set theory where analysis is required.

Regards, WM

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