Eric Smith, channeling  Doug Roberts wrote (approximately): 

"What's the point of calling something an emergent?  Then what?"

Whereupon, Nick Thompson replied, channeling Winsatt: 

"It directs your attention to the configurations and timings of things and
away to their compositions."  

Thus it was concluded. 


-----Original Message-----
From: friam-boun...@redfish.com [mailto:friam-boun...@redfish.com] On Behalf
Of Eric Smith
Sent: Monday, September 06, 2010 3:07 PM
To: The Friday Morning Applied Complexity Coffee Group
Subject: Re: [FRIAM] FRIAMer /. alert

Hi Jochen,

Thank you.  I was actually a little surprised, because Ligand Field Theory
has been around for a very long time.  An important early worker in this
area was none other than Leslie Orgel, who seems to have largely dropped
interest in metal-organic interactions and gone over to RNA chemistry with
applications to early life, for which he is  
much better known.   But Harold has a talent for allowing people to  
see new opportunities in areas where they haven't been looking.

Doug's question about the point of calling something emergent is a good one.
And then what?

This is an area where there is a good discussion to be had between
thermodynamics people, control theorists, and evolutionists.

I tend to be pretty conservative in my use of the term "emergence" -- moreso
than Harold, because I think we have built up a good body of both technical
results and intuition around the equilibrium phase transitions.  This makes
them a good place to start (Nick and I have a years-old ongoing conversation
about this).  The math we know about equilibrium phase transitions,
large-deviation behavior, and so forth, will not do everything everybody
wants, but my own opinion is that we learn more that is precise by seeing
where it falls short, and then looking from there, than we can from many
investigations that don't make use of that backlog of results and intuition.

The interesting discussion, having to do with the question "and then what"
concerns the directions in which constraints act, and in which information
could be said to "flow", when there are hierarchies of ordering transitions,
as we find in the biosphere.  Much of the intuition from equilibrium is that
constraints formed at small scales are enormously important for whole-system
stability.  They can be altered by collective interactions at higher levels,
but often those alterations come in the form of deformations, not as
replacements for the deeper stabilizing mechanisms.  Thus, nuclear stability
makes atoms possible.  The atomic orbitals, with modest deformations to form
molecular orbitals, make molecular stability possible.  In many cases
(though not all; the best counter-example being mineral crystals), molecular
form constrains molecular aggregates from crystallized proteins to
biological complexes.  And so on.  Herb Simon used to write about this,
emphasizing that Alexander the Great could only take over other empires; he
could not have built his empire up from single individuals.

But if one looks at the ways people think about both evolutionary dynamics,
and many problems in optimal control, they have a paradigm that seems (to
me) to be strongly shaped by the notion of information flow from
large-scale, aggregate layers, down onto the underlying  
substrate.   Harold's (and my) interest in small-molecules and other  
catalytic systems comes from an attempt to understand where order can be
produced in relatively "flat" systems, such that it might serve as a
foundation for the stability of more hierarchical organization, instead of
relying on hierarchical control in order to exist in ordered form at all.

I don't think that the fact that evolving and control-systems are non-
equilibrium really leads to as severe a change in the basic requirements for
whole system stability as the disconnect between the physical, engineering,
and evolutionary points of view, because most of the large-numbers counting
that is responsible for the behavior of equilibrium hierarchies maps fairly
comfortably through to entropies of dynamical systems.  (These are variously
Kolmogorov-Sinai or Metric Entropies, or simpler versions such as the
entropy rates of simple stochastic processes, used also by Jaynes and more
recently in articles by Ken Dill that I think Nick posted here some months
ago).

So the value, I think, that one should want from calling something emergent
(in my narrow usage) is a kind of guideline for how the math might fit
together, in areas where we don't have many worked examples or the
structural complexity makes them hard to produce.  The question of the
direction of constraints (small -> large vs. large -> small), and in what
mixtures and roles, is one where smart and thoughtful people nonetheless
disagree strongly because we don't have good ways to resolve the question.

Many thanks,

Eric




On Sep 6, 2010, at 12:31 PM, Jochen Fromm wrote:

> Eric Smith is one of the authors, he is on this list as well, right?
> Congratulations, Eric ;-)
>
> -J.
>
> ----- Original Message ----- From: "Marcus G. Daniels" 
> <mar...@snoutfarm.com
> >
> To: "The Friday Morning Applied Complexity Coffee Group" 
> <friam@redfish.com
> >
> Sent: Monday, September 06, 2010 3:24 AM
> Subject: [FRIAM] FRIAMer /. alert
>
>
>> http://science.slashdot.org/story/10/09/05/2118241/Transition-Metal-C
>> atalysts-Could-be-Key-To-Origin-of-Life
>> http://www.biolbull.org/cgi/reprint/219/1/1
>>
>> ============================================================
>> FRIAM Applied Complexity Group listserv Meets Fridays 9a-11:30 at 
>> cafe at St. John's College lectures, archives, unsubscribe, maps at 
>> http://www.friam.org
>
>
> ============================================================
> FRIAM Applied Complexity Group listserv Meets Fridays 9a-11:30 at cafe 
> at St. John's College lectures, archives, unsubscribe, maps at 
> http://www.friam.org


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