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Re: The difference between "Causal" and "Impredicative" loops, etc.



Sorry about the ghost message with only my (decidedly political) signature on it-- I clicked reply and must have triggered it to send as well, before I had a chance to either actually say something or delete the signature for the list. My apologies.
 
To REPLY, then...
 
Chains of entailment are the main issue, when looking at the organization of complex (or non-complex, I suppose) systems and when creating accurate models of them. In complex systems, most of the chains of entailment exist as unbroken loops such that "causes" and "effects" do double (or triple, or infinite) duty in the sense that they are more than the cause of an effect, and more than the effect of some cause, all at the same time. In organisms (which are "anticipatory systems"), you have the further aspect that time, itself, is part of the organization such that the future is causing effects in the present-- and this is also a causal loop whereby the present is causing effects in the future. I think logic dictates that while the future is involved in a causal way in the organization of living organisms, it is the future as predicted by internal models of the past (past behavior of the environment over time, i.e.; past cycles of time interacting with the environment in which an organism evolved). But science needs to study this aspect of organismic behavior and understand how these aspects of time are encoded into the organization itself. I have to say, if I were going into science right now, this is where I'd be going!
 
So, to answer John M.'s question: Impredicativities refer to loops of entailment in models of (the causal loops in) complex systems. The word can, and has been, applied to the quality of those causal loops in the natural world, but this is why it gets confusing. My point for writing that post was that in my father's written work he DOES specify a difference and because he does, I know he had a reason. Therefore, it is important to maintain the difference in discussion and hopefully motivate people to go back into the original material and re-read these aspects.
 
Every time I go back into my father's written work, it gets clearer and more of his vision gets integrated into my comprehension, so I encourage folks to always refer to the source.
 
Judith
 
----- Original Message -----
From: John M
To: ***
Sent: Saturday, August 21, 2004 9:46 AM
Subject: Re: [ROSEN] The difference between "Causal" and "Impredicative" loops, etc.

Dear Judith,
I did not have to go to the July ISSS to be confused, as you put it
(continue after the quote from your post):
----------------------------
----- Original Message -----
To: ***
Sent: Saturday, August 21, 2004 8:06 AM
Subject: The difference between "Causal" and "Impredicative" loops, etc.

One of the areas of confusion I'm seeing in many different settings, including the ISSS conference I attended in July, is caused by a difference my father specified in his use of the phrases "Causal loops" and "Impredicative loops". The ideas are connected because they both describe chains of entailment, which is why it gets confusing, but "Causal loops" exist in natural complex systems whereas "Impredicative loops" exist in formalisms (i.e., models).
(SKIP)
Judit
---------------------
Does that mean that "Causal loops" as I guess, - the unlimited term for natural systems (unlimited) - are IMPREDICATIVE, while the "Impredicative loops" as designated to limited models - are called impredicative, because only those are registered which are within the model-boundaries? Did RR want to draw the attention to the incompleteness of the named select causality of the models by pointing out that - indded - they are impredicative (unlimited)?  
 
During the past years I drew appreciation from Rosen-friendly minds several times (and lists) when explaining that "a cause" is a reduced model view, where the total interconnectedness and its unlimited source-effects are cut off in favor of the selected ONE - pointed out by the appropriate model-view.
In this sense the real sense of 'impredicativity' SHOULD apply to formalism.
 
John M