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Re: What is Natural Law?



Steve J. wrote: Would you agree with the following
restatement?:  No model is a complete reflection of Natural Law. A
model only encodes an aspect of it. Thus I would say
the failure of Physics models referenced above is a
failure of the modeler to recognize the limitations
of the model and not failure of the model to capture
an aspect of the Natural Law.
I think there are many reasons why models fail. The fault could be with the model, with the modeler, with the application, with the encoding and/or decoding, and some combination of the above, which may have synergistic effects in interaction with each other that magnify the problems.
 
I also think it may be impossible to know whether any model is a complete reflection of Natural Law/s or not.. but, this being a complex universe, the set of relations underlying it is likely to be infinite (containing infinite models) all of which are incomplete. In any case, one thing is pretty clear: it is better to err on the side of caution and presume that our models are incomplete!
 
So is the inapplicability of Physics-based Laws to Biological systems purely a situation of a set of models being incomplete? Maybe. Or maybe the models are incorrect, in some respect. It could be any combination of the above reasons for model failure. My father's opinion was that there are aspects of the Physics-based models that don't satisfy the Hertzian Condition, but the side-effects are too subtle to be noticed when the models are applied to certain kinds of systems (simple systems)...or else the side effects are easily bearable (within the "margin of error").  He said that atoms are complex systems and yet are considered to be in the province of Physics. He pointed out, in his work, all the areas where the Physics-based models cause problems or create paradoxical results. The concept of "state" was, in his view, inapplicable to natural systems in this universe.
 
Judith
PS: You asked in your other post on this subject whether I thought Newtonian models of gravity were subject to contextual change... I'm not a physicist, but from what I know of my father's work, I have a "hunch" or preliminary opinion about the answer to that question; My intuition is that one of the Laws of Nature in this universe is that the impact of context is inescapable. This is a relational universe. What is "gravity"? It's an effect of relations, is it not?
----- Original Message -----
To: ***
Sent: Sunday, December 19, 2004 5:12 PM
Subject: Re: [ROSEN] What is Natural Law?

Judith:

"In my view, and I daresay in my father's as well, the
so-called "Laws of Physics" are inferential laws,
pertaining to the models for use in specific
applications, and are only laws in that sense. If they
are not applicable outside of those original
applications, as in with Biological systems, then they
are proving that they are not reflections of "Natural
Law"."

Steve:

I think I agree. Would you agree with the following
restatement?:

No model is a complete reflection of Natural Law. A
model only encodes an aspect of it. Thus I would say
the failure of Physics models referenced above is a
failure of the modeller to recongize the limitations
of the model and not failure of the model to capture
an aspect of the Natural Law. It's a case of "when you
have a hammer everything looks like a nail." If you
unthinkingly apply a model developed for one set of
observables to another set you will get "a failure of
model". To be more precise it is not a failure of the
model (the entire commuting modelling relation) but a
construction of an entirely new Bad Model by taking
the  right side of the relation from the original
model and trying to encode another natural system into
it.



 


--- Judith Rosen <***> wrote:

> Hi Steve (and everyone else too, of course),
>
> I think I can help answer at least part of this
> question:
> Steve J. wrote:Anyone who can provide a definition
> of what "Law" is
> for the purpose of present discussion?
>
> I posted an excerpt from "Life, Itself" that
> discusses Robert Rosen's
> concept of Natural Law. He was describing, in that
> excerpt, how the
> very fact that we are discussing phenomena in the
> ambience (and
> arguing about what constitutes proof that we have
> figured out various
> real consistencies in the ambience) means that
> certain things have to
> be true. The fact that those things have to be true
> in order for us to
> be discussing and modeling it is an embodiment of
> this truth: There
> are consistent principles underlying phenomena we
> perceive in "the
> ambience" and these principles echo over and over.
> This is Natural
> Law, in totality.
>
> I think the concept of an echo is a good analogy (An
> analogy is a word
> model, so a good analogy is a word model that
> satisfies the Hertzian
> Condition). To model something is a form of echoing
> chosen aspects of
> it in a new system of some sort. That new system may
> be thoughts, may
> be text (words, language), may be mathematical
> descriptions, may be
> visual (diagram/graphs/maps/three dimensional
> sculptural
> representation, etc)... In short, the mode of
> modeling doesn't change
> what you're doing-- you're still creating or using a
> new system to
> represent something else, in some way and to some
> degree. No model is
> going to correspond to any original system entirely
> (identical twins
> are not the same in every way, for example) and it
> is not even
> necessary for a model to "get as close as possible"
> in its entirety to
> that 'ideal' in order for it to qualify as a good
> model. In fact, I
> would argue that it is not an "IDEAL" at all.
>
> Why? Because what aspects you want to model depend
> entirely on what
> you want the model FOR. Based on the context of what
> you want a model
> to do, the aspects to be included in the modeling
> relation will be
> chosen. So already context is critical, as is an
> ability to think! A
> good model is one where the relation of the
> inferential entailment in
> the model to the causal entailment in the system
> being modeled is one
> of correspondence AND pertains to what the model is
> supposed to be
> used for. Trouble can enter the picture from all
> directions, though,
> because what if the modelers don't know what they
> need? What if they
> don't know what they DON'T need??? What if the
> modelers don't realize
> they don't know?! This is where the discussion turns
> to issues of
> optimality and side-effects. However, let's assume
> that the modelers
> managed to create models that were in solid enough
> correspondence with
> the aspects of their natural systems which had
> required the use of
> models for some reason. Let's further assume that
> the models were
> applied well to whatever tasks required their
> application (another
> avenue for serious trouble to creep in). In that
> case, the models
> would prove very useful in their purpose/s and would
> satisfy the
> Hertzian Condition.
>
> The Hertzian Condition is contextual, too, though.
> Models created for
> one purpose may only be corresponding accurately (in
> the modeling
> relation) in those aspects necessary for that
> particular purpose. If
> the model is assumed to be in correspondence in all
> sorts of other
> ways, and applied to different purposes, what are
> the chances that it
> will be in correspondence in ways made necessary by
> any new context? I
> think this is what has happened/is happening with
> Physics. Those
> models of reality satisfy the Hertzian condition
> well enough to be
> useful when applied to the tasks they were created
> for but the
> assumption has carried over that they can be trusted
> to be accurate
> representations of all aspects of any natural
> system. One of the
> things my father wrote in the notes I found after he
> died was the
> statement; "There are no such thing as Paradoxes in
> the natural world.
> There are only poorly created models, poorly
> applied. What we call
> paradoxes are really a symptom; a side-effect." They
> are a symptom
> that something is not corresponding well between our
> models and the
> systems being modeled.
>
> By inference, then, we can say that the more
> applications in which a
> model satisfies the Hertzian condition (and its
> application doesn't
> generate side-effects), the more it is likely to
> reflect at least some
> aspect of Natural Law. Kepler's "regularities" don't
> automatically
> fall into this category because the sun doesn't
> "rise". That's a
> model, based on our perception. (However, it's
> interesting that this
> is a perception that other organisms apparently have
> modeled too! The
> sun's regular appearance and disappearance in any
> ecosystem triggers
> the single largest migration/behavior in organisms
> of any natural
> cyclical phenomenon.)
>
> I don't think it's accurate to say:
> Steve J. wrote:Natural Law as per Rosen. An
> epistemological
> principle delineating what is open to (human?)
> cognition.
>
> He said that the establishment of true
> correspondence via a modeling
> relation was proof that we are capable of
> perception/cognition/communication of aspects of
> Natural Law. As you
> will see in the excerpt I posted, he said; "Natural
> Law makes two
> separate assertions about the self and its
> ambience". What these
> amount to (my translation) are 1.) That natural law
> exists; and 2.)
> That we can perceive and describe aspects of it.
>
> In my view, and I daresay in my father's as well,
> the so-called "Laws
> of Physics" are inferential laws, pertaining to the
> models for use in
> specific applications, and are only laws in that
> sense. If they are
> not applicable outside of those original
> applications, as in with
> Biological systems, then they are proving that they
> are not
> reflections of "Natural Law". Natural Law was what
> he defined as
> pertaining to both self and ambience: The entailment
> in the universe
> (causality). Laws of science are our attempts to
> establish congruent
> modeling relations and are inferential laws of
> entailment. They have
> been generated by our "models" (whatever those
> models may be,
> including mental imaging, intuitional
> thoughts/pictures, and
> assumptions). The Hertzian Condition refers to the
> "encoding" and
> "decoding" verification processes.
>
> Does that help?
>
> Judith
>   ----- Original Message -----
>   From: Steve Johnson
>   To: ***
>   Sent: Saturday, December 18, 2004 2:16 PM
>   Subject: [ROSEN] What is Law?
>
=== message truncated ===





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