On Friday, February 1, 2013 12:12:17 AM UTC-5, Stephen Paul King wrote:
>
>  On 1/31/2013 6:12 PM, Craig Weinberg wrote:
>  
>
>
> On Thursday, January 31, 2013 5:38:28 PM UTC-5, Stephen Paul King wrote: 
>>
>>  On 1/31/2013 4:46 PM, Telmo Menezes wrote:
>>  
>> What's an entity?
>>
>>
>>     Any system whose canonical description can be associated with some 
>> kind of fixed point theorem.
>>  
>
> Nice. Interestingly this just came up on another list five minutes ago. 
> Some interesting etymology too:
>
> entity (n.)
>     1590s, from Late Latin entitatem (nom. entitas), from ens (genitive 
> entis) "a thing," proposed by Caesar as prp. of esse "be" (see is), to 
> render Greek philosophical term to on "that which is" (from neuter of prp. 
> of einai "to be;" see essence). Originally abstract; concrete sense in 
> English is from 1620s.
>
> entire (adj.) 
>     late 14c., from Old French entier "whole, unbroken, intact, complete," 
> from Latin integrum (nom. integer; see integer).
>
>  A slightly different meaning when we formalize it... a literal entity has 
> a thingness definable by position. A more figurative or casual reference 
> could mean like a 'the aspect of a presence or representation which 
> emphasizes its closure'.
>
> Craig
>  
> Hi Craig,
>
>     Position is one kind of dimension that is identifiable via a fixed 
> point, for example: Craig is at such and such an address.
>

Hi Stephen,

I would tend to consider address just another kind of position though. Is 
there an example of something which fixed point theorem addresses which is 
not a dimension which can be defined by position? Isn't the act of fixing a 
point the same as formalizing a position?

Craig

 

>     
>
> -- 
> Onward!
>
> Stephen
>
>  

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