On 1/22/20 12:23 PM, [email protected] wrote:
> [*/NST===>] Not Epstein himself, but another 
> <https://www.google.com/url?client=internal-element-cse&cx=006433492719462442300:_7mu_xxuwwu&q=http://jasss.soc.surrey.ac.uk/12/1/10.html&sa=U&ved=2ahUKEwiTuKne9ZfnAhVXK80KHfufBS8QFjAJegQIBRAC&usg=AOvVaw17l4TL-F4470Z31g-ieHBv>,
>  and yet another <http://jasss.soc.surrey.ac.uk/15/3/1.html>, who took issue 
> with us both.

Thanks. I've read those two responses.

> */I think I want to take the position that if the structure of the a model 
> does not mimic the structure of the phenomenon it models IN SOME IMPORTANT 
> RESPECT, then its predictive value is irrelevant to its explanatory value./*

I tend to agree. But I don't fully agree. You've just kicked the can down the 
road with your "some important respect". Important when? To whom? For what 
purpose? Etc. What kind of respect? How much of that respect? Etc. It turns 
into one of those statements that's SOOOOO general as to be useless. This is 
why "models as artifacts absent their modeling context" is a critical concept. 
And studying models as 1st class objects, in themselves, regardless of their 
referent, is a critical thing to do.

> */I wonder if we could continue this discussion using the Schelling Model 
> <http://ccl.northwestern.edu/netlogo/models/Segregation> as an example.  
> Perhaps we could exemplify the use and impact of the following terms with 
> respect to this familiar, simple, but nonetheless, compelling, model. /*

Why choose the Schelling Model? It's way more complex than my example of a 
wooden sphere modeling a baseball ... it gives you all sorts of wiggle room to 
get confused and to confuse others. You may *think* it's simple. But it's not.

-- 
☣ uǝlƃ

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