Hmmm!  I sort of see your point.  But notice that we have to get around the 
most fundamental notion of causality, that an effect occurs after its cause and 
cannot therefore be a cause of the cause that caused it.  We probably get 
around that by stipulating that we are dealing with recursive systems, feed 
back systems in which the effects may act back on the cause of the things that 
caused those effects.   Now, once we have stipulated THAT, we show an interest 
in discriminating those that do feed back in that manner from  those that 
don't.  The latter are epiphenomena.  You may of course insist that all causal 
relations are loopy, and therefore, no phenomenon is epi-.  In which case, I 
would insist that there is some value in discriminating between those systems 
that are more loopy and those that are less loopy.  

Could we agree on that little step?

N  

Nick Thompson
[email protected]
https://wordpress.clarku.edu/nthompson/

-----Original Message-----
From: Friam <[email protected]> On Behalf Of ? glen
Sent: Friday, November 26, 2021 4:58 PM
To: The Friday Morning Applied Complexity Coffee Group <[email protected]>
Subject: Re: [FRIAM] The epiphenomenality relation

As always, I'd argue that such things don't exist. There are no structures (or 
behaviors) with consequences that played no part in their development. So, as a 
counterfactual hypothetical, it could be fun to play such a game. But the 
burden is on the game master to persuade us why it might be a fun game. It 
looks useless or worse, encouraging of false belief, to me.


On November 25, 2021 10:39:18 PM PST, [email protected] wrote:
> 
> We
>will argue for a definition of an epiphenomenon as a consequence of a 
>structure's (or behavior's) design which has played no part the 
>development of that structure (or behavior).
--
glen ⛧


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