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External
Since: Jun 04, 2007
Posts: 82
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(Msg. 1) Posted: Sun Jun 10, 2007 3:06 pm
Post subject: Inf. Containing Sets of infinity...etc.
Archived from groups: alt>fiction>interactive, others (more info?)
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| Inf./2 = 2inf. paradoxically split infinity enlarges each divided
member.. Set A[inf.1, inf.2, inf.3...] where Set A is basic
inf.<members of Set A.. G->obj. where fG(x) cannot negate x even as fG-
>E(x)inf. A-uni[inf.1{a(1,2,3..) b(1,2,3..)..inf.2 "..]
Inf. Containing Sets of infinity...etc. (by Seung Kim)
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>> Stay informed about: Inf. Containing Sets of infinity...etc. |
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External
Since: Jun 14, 2007
Posts: 1
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(Msg. 2) Posted: Thu Jun 14, 2007 5:33 pm
Post subject: Re: Inf. Containing Sets of infinity...etc. [Login to view extended thread Info.]
Archived from groups: per prev. post (more info?)
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Deadspeak2 wrote:
> Inf./2 = 2inf. paradoxically split infinity enlarges each divided
> member.. Set A[inf.1, inf.2, inf.3...] where Set A is basic
> inf.<members of Set A.. G->obj. where fG(x) cannot negate x even as fG-
> >E(x)inf. A-uni[inf.1{a(1,2,3..) b(1,2,3..)..inf.2 "..]
>
> Inf. Containing Sets of infinity...etc. (by Seung Kim)
YO!! Skipper Kim, Worm Hole at 4 degrees!!
-Echosyn |
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