I’ve heard these words from you Glen, but I have no idea what these loops are 
or what you might be talking about.

> On Nov 26, 2021, at 5:07 PM, ⛧ glen <[email protected]> wrote:
> 
> Absolutely. I've been trying to get you to talk about loop scoping (in space 
> and time) for. like. ever. So what set of scoping measures do you intend to 
> use? Time must be important, fast vs slow feedback. Distance would be, too. 
> But there are more interesting measures, like concreteness, or vagueness. 
> E.g. during development, parts of the developing system may express a 
> distributional expectation/anticipation of the consequences. Such 
> expectations might come with a fuzziness that refines to crispness with 
> iterations of the loop. That uncertainty is, like speed and distance, a 
> useful measure of the feedback scope. Another type of measure might be 
> variety of consequences. The expectation might be for a sharp peaked, 
> symmetric distribution of consequences, where, through iterations, it spreads 
> to a fat, asymmetric, or multimodal distribution.
> 
> I'm NOT, however, willing to allow that any consequences do not feed back. 
> All consequences feed back. I am willing to allow that the distribution of 
> consequences changes, and that the prior differs from the post. Essentially, 
> what feeds back is a distribution, not objectified things (which allows for a 
> more coherent conception of causal loops). So if you qualify epi- vs 
> phenomenon with a scalable measure, such that "small" consequences are more 
> epi- and "large" consequences are less epi-, then we might make some progress.
> 
> Of course, all of my rhetoric argues against a crisply ordinal conception 
> like epi- in the first place. But you're so faithfully hypnotized by that 
> word, it's unreasonable for me to expect you to doff it.
> 
> 
>> On November 26, 2021 4:30:05 PM PST, [email protected] wrote:
>> 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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