Make that "we do not know when to stop looking"

Kip Murray wrote:
> You have put your finger on a famous conundrum, can a set be an element of 
> itself?  If we say "a set is an array" as I have, then 13 is a set, and 13 is 
> an 
> element of itself.  For evidence, consider
> 
>     13 e. 13
> 1
>     boxel 13
> +--+
> |13|
> +--+
> 
> 
> The problem with 13 is, we do not when to stop looking for elements of 
> elements!
> 
> Perhaps we should not allow atoms to be sets.  If so, what do we have to 
> change 
> in our verbs so far?  I could use some help with this topic!
> 
> Kip
> 
> 
> Raul Miller wrote:
>> On Fri, Aug 7, 2009 at 12:39 AM, Kip Murray<[email protected]> wrote:
>>> Can someone write a recursive use of boxel that boxes elements and elements 
>>> of
>>> elements?  I don't _need_ it, I just want to _see_ it, especially when some
>>> elements are boxed and others are not.  Maybe I _do_ need it in place of 
>>> boxel
>>> to test sameness.  Haven't figured that out yet.
>> In this context, how do you distinguish between an element of a
>> set and a set containing only that element?
>>
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