Criteria for a GST

His video on Big Theory of Everything describes a relational holon, DSRP. http://www.cabreraresearch.org/tabs/videos

It is the same as R-theory, but we may have found different logical properties of it.

JK

On Oct 13, 2014, at 1:30 PM, Jack Ring <jring7> wrote:

If you want to deal with kinds of system one way is to use the plural, systems (which does not distinguish one kind from another, bummer). Another way is to use the concept of modes of (singular) system behavior. Modes allows us to label respective modes (functors?).One point of possible confusion is a continuing mix of a) statements about system and b) statements about observers of system but without clarity as to which is being addressed.

I suggest this is where Derek Cabrera’s notion of the four aspects of systemness, DSRP, are useful. http://www.cabreraresearch.org

On Oct 13, 2014, at 8:20 AM, Ken Lloyd <kalloyd> wrote:

Jack,

Well, I suppose I both agree and disagree with your criticism of plurality. At one level of abstraction there is one identifiable pattern referred to as “system”. (Recall, the features from the separation of concerns between abstraction and generalization/specification). Yet at other levels of abstraction (realizations from that one abstraction in different domains) there are different “kinds” of systems – for example, an atom is a system composed of electrons, protons and neutrons which themselves are composed of quarks, leptons and bosons. We cannot directly experience this sub-atomic “stuff”. We can only come to understand them through our models of their systems. The ‘particulars’ of various systems, at various scales, through various spacetimes and contexts are certainly not the same, and the inferential distances when describing these ‘particular’ systems can grow very large – say going from atomic systems to aircraft systems to galactic systems.

This is where the concept of duality becomes useful, as does the related “homotopy category of chain complexes” (a representation, and measurement, of inferential distance, http://en.wikipedia.org/wiki/Homotopy_category_of_chain_complexes ) that shows the complex of evolutionary morphisms of “how we got to this point”. (Is this “diddling” in Jack-speak? If so, this is primarily what I do with computers in discovering models of various phenomena.) BTW, I’ve used the term “we” in a previous sentence, but “we” may not have anything to do with the objects, structure, behavior or morphism , itself.

I suggest that all of us can be (and are) wrong in our belief statements, at least in the short term (a form of incompleteness). That especially goes for what a system DOES and Fitness for a Particular Purpose (which are always incomplete descriptions), else systems become like spoons and buttons, things we keep using as they are because we don’t know any better or merely out of tradition. I think we all realize that using today’s conceptualization of rockets as a means for space travel is unworkable. Yet, we continue to develop rockets for space travel. Why? We don’t have a workable alternative – yet.

Hopefully, in time, most of our errors will be corrected by those who come after us, but historically that has often taken a very long time (c.f. the acceptance of zero in our mathematics).

From: Jack Ring [mailto:jring7]
Sent: Monday, October 13, 2014 1:26 AM
To: Ken Lloyd
Cc: John Jay Kineman; Kent Palmer; Len Troncale; Tom Marzolf; Janet Singer; Richard Martin; William Schindel; Josh Sparber; Duane Hybertson; Gary Smith; James Martin; Steve Wallis; Richard Emerson; Luke Friendshuh; Kristin Giammarco; Gary Langford; david.rousseau; Michael Singer; Harold; Lynn Rasmussen; David Ing; Jennifer Wilby
Subject: Re: Criteria for a GST

Ken,

I was with you until you invoked the plural, systems. It may be that there is one system and all we do is diddle with it, clutter it up, and sometimes make it more useful (however rarely to ARAP, all responsible and affected parties). One outcome of the plural is the insanity called System of Systems.

I suggest that all of us cannot be collectively wrong about what system DOES thereby about Fit For Purpose. Claims of Does can subjected to demonstrably false.

Make sense?

On Oct 12, 2014, at 7:27 AM, Ken Lloyd <kalloyd> wrote:

Jack,

Re: “If a system signifies ‘always changing, possibly unpredictably’ … “, I think you have identified the duality featured within the languages of systems, specifically that there is a closely coupled difference between the referent, “system”, and the identity of things the referent “refers” to, being the inferent or realizations of the category of things “systems”. IOW, the referent (at equilibrium) can refer to an open category of systems not at equilibrium (changing when possible due to the nature of its domain when being at some distances – material, energy, informational or entropic – from equilibrium).

In this regard, the map is not the terrain, and a picture is not the thing. I’m also certain you realize how your statement’s logical form may be reduced to an erroneous modus tollens argument, yielding “ergo, a system is not a system”. Troublesome, huh?

You are quite correct that in our informal discussions that ”claims about systems in nature are really only reports about how we perceive and reduce ambiguity …” – how we share, communicate, our individual mental notions of concepts from our cognitions and perceptions – and which are important features in learning about systems. But, that seems insufficient and fatally incomplete even when we all agree that they are reasonable and true. We (collectively) can all be wrong. IMO, this is where we need “formal” systems to “separate the demonstrably false from the probably true” (which is not at all the term “formal” often associated with David Hilbert’s “formalism”). That new formal system, and it is indeed a complex coupled system, exhibits systematicity (ala Phillips and Wilson) between minimally four domains. This is also that interesting “language” phenomenon that our referents (from the first paragraph) undergo transformations (morphisms, without apparently changing the referent symbols) WRT the realizations due to systemic non-equilibrium. Without these “additional informational effects on the prior” (a Bayesian concept), we would cease learning valid knowledge.

Worse, it would mean that years of pointless argument and discussion would ensue (i.e. “it depends on how you define a system”) with making any substantive progress in developing valid knowledge about systems.

Ken Lloyd

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Life and Sentience (Was: Our curiosity kills a lot of cats…)

I’ll be teaching a sustainable systems class this Fall and the Univ. of Colorado. I can’t push a particular theory, especially my own, but I can hint at it and I’m hoping through student driven enquiry we can arrive at some understanding of these relations. I can send info in case anyone knows a grad in Boulder who might be interested. It is open to all departments and Upper Division undergrads on request. We will try to link projects with students in India.

John

On Jun 19, 2014, at 3:44 PM, Jack Park <jackpark> wrote:

JohnK, this post is important. I’d like to think that it could serve
as a basis for an enormous inquiry.

Jack

On Thu, Jun 19, 2014 at 12:31 PM, John Kineman <jjkineman> wrote:

Hi Glen,

I think that’s right, there is a natural separation of functions that has to
take place for a system to do its two essential things in complex relation:
(1) exist, (2) operate. We also can see in Rosen’s M-R system that there is
an essential unity of functions within a ‘whole’ organism, but they are
distinct components responsible for the functions of metabolism, repair, and
replication, with two more functions, behavior and selection, entailed with
the environment. There are also five components of the system responsible
for generating those functions. These five components may have generalized
correlates in any ‘whole’ system, and that generalization seems to
correspond with the four causes plus a 5th level unity. Maybe ‘fractioning’
a system is any disturbance to the causal cycle, which thus destroys the 5th
level unity, the emergent or transcendent aspect.

I think retaining the fundamental distinction of causal components is
actually the opposite of ‘fractioning’. It has to do with the method of
decomposition. As Rosen said, there is a world of difference with complex
systems in how they are taken apart. In order to have thoughts about systems
we MUST take them apart somehow in to various conceptual aspects. If we
don’t then all we can say is what a baby begins with pointing at everything
…. daa!! But there is a way to take them apart analytically or even
physically that doesn’t destroy the wholeness of these five aspects, which
is really a five-way complementarity that creates a holographic unit, a
fractal. Koestler called it a holon, knowing only its general properties of
being both whole and part at the same time. Now we know why.

The example I like to use is taking apart a cat (I don’t really hate cats, I
like them, but for some reason it is traditional in science to pick on
them). If you take a cat apart by separating any of these five complements,
we can safely say that putting it back together will not result in a cat.
But it is possible to do organ transplants and save the cat because that is
apparently removing a whole sub-system. In ancient views of the whole it is
said that a whole system decomposes into whole systems and also builds whole
systems. So, we need to know about that.

I see it as a matter of destroying, ignoring, or reducing the unity of the
five components of a whole – taking one of them and considering it alone; or
in the case of mechanisms taking two of them, state and dynamics, as ‘all
there is’, except for implicit thought about it, or scientific models. That,
in effect, combines the other three and reduces them to one symbolic
representation of the dynamical system. When that is done, you have a
mechanism and have lost the complexity that exists between the other two
causes and hence the unity of all four (the 5th aspect).

Sorry if this is getting too long…….but to complete the thought:

What I was referring to is a budding theory of social systems in which the
same idea is applied. In the ancient Vedic system there were four divisions
of society. These have been corrupted in modern times into the caste system,
but in ancient times it seems that they may have operated quite well to
produce a sustainable society that lasted a millennium or more. The four
system divisions (the fifth level is their unity, or close causal linkage)
are the same as the divisions we find in every society today, with various
levels of conflation between the divisions. They are workers,
merchants/ministers, rulers/warriors, and sages (including priests,
scientists, elders, etc.). There are epic stories about how peaceful
kingdoms fell into ruin as a result, mainly, of conflating the priest and
ruler class. But similar problems might arise from conflating any of the
divisions. Even in recent models where workers can be part owners of the
business and participate in decision-making, the functions themselves must
be kept distinct. So, the problem that crept into this system in the West
was conflation of the causes, and the problem that crept into it in the East
was making them too rigidly separated. It has to be a natural harmony so
they are mutually sustaining. No one can really exist without the others.

JohnK

PS Let me know if you mind me copying this to the Relational Science Blog

On Jun 19, 2014, at 9:45 AM, glen ep ropella <gepr> wrote:

On 06/18/2014 02:49 PM, John Jay Kineman wrote:

There needs to be
processes in place to ensure that, at personal and societal levels. In
other words, thinking outside of ourselves a bit, but also applying a
natural process that balances values.

Very interesting post! Forgive me if I over-simplify. But it sounds to me
like you’re saying something like this. That the separation of concerns is
a means to the end of collective/social thinking. If I get that right, then
that’s a _very_ counter intuitive insight. Normally, especially on this
list, we think of “fractionating” as a limited/lossy way of thinking. I’ve
long had a problem with that, especially in the context of the
transpersonal/social objectives of mainstream science, as you well know. I
tend to think the separation of concerns in science (focusing on
repeatability, testable — concrete — hypotheses, etc) is a means to the
end of the societal construct that is science. But you’re couching that in
terms of ethics, morality, governance, and spirituality…. something I
often find myself thinking about, but in a much less disciplined way than I
think about science and technology.

And even if I got it wrong, I’m still happy because you forced me to think
in a different way. Thanks!


glen e. p. ropella, 971-255-2847, http://tempusdictum.com

John Kineman
jjkineman

John Kineman
jjkineman

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Life and Sentience (Was: Our curiosity kills a lot of cats…)

Hi Glen,

I think that’s right, there is a natural separation of functions that has to take place for a system to do its two essential things in complex relation: (1) exist, (2) operate. We also can see in Rosen’s M-R system that there is an essential unity of functions within a ‘whole’ organism, but they are distinct components responsible for the functions of metabolism, repair, and replication, with two more functions, behavior and selection, entailed with the environment. There are also five components of the system responsible for generating those functions. These five components may have generalized correlates in any ‘whole’ system, and that generalization seems to correspond with the four causes plus a 5th level unity. Maybe ‘fractioning’ a system is any disturbance to the causal cycle, which thus destroys the 5th level unity, the emergent or transcendent aspect.

I think retaining the fundamental distinction of causal components is actually the opposite of ‘fractioning’. It has to do with the method of decomposition. As Rosen said, there is a world of difference with complex systems in how they are taken apart. In order to have thoughts about systems we MUST take them apart somehow in to various conceptual aspects. If we don’t then all we can say is what a baby begins with pointing at everything …. daa!! But there is a way to take them apart analytically or even physically that doesn’t destroy the wholeness of these five aspects, which is really a five-way complementarity that creates a holographic unit, a fractal. Koestler called it a holon, knowing only its general properties of being both whole and part at the same time. Now we know why.

The example I like to use is taking apart a cat (I don’t really hate cats, I like them, but for some reason it is traditional in science to pick on them). If you take a cat apart by separating any of these five complements, we can safely say that putting it back together will not result in a cat. But it is possible to do organ transplants and save the cat because that is apparently removing a whole sub-system. In ancient views of the whole it is said that a whole system decomposes into whole systems and also builds whole systems. So, we need to know about that.

I see it as a matter of destroying, ignoring, or reducing the unity of the five components of a whole – taking one of them and considering it alone; or in the case of mechanisms taking two of them, state and dynamics, as ‘all there is’, except for implicit thought about it, or scientific models. That, in effect, combines the other three and reduces them to one symbolic representation of the dynamical system. When that is done, you have a mechanism and have lost the complexity that exists between the other two causes and hence the unity of all four (the 5th aspect).

Sorry if this is getting too long…….but to complete the thought:

What I was referring to is a budding theory of social systems in which the same idea is applied. In the ancient Vedic system there were four divisions of society. These have been corrupted in modern times into the caste system, but in ancient times it seems that they may have operated quite well to produce a sustainable society that lasted a millennium or more. The four system divisions (the fifth level is their unity, or close causal linkage) are the same as the divisions we find in every society today, with various levels of conflation between the divisions. They are workers, merchants/ministers, rulers/warriors, and sages (including priests, scientists, elders, etc.). There are epic stories about how peaceful kingdoms fell into ruin as a result, mainly, of conflating the priest and ruler class. But similar problems might arise from conflating any of the divisions. Even in recent models where workers can be part owners of the business and participate in decision-making, the functions themselves must be kept distinct. So, the problem that crept into this system in the West was conflation of the causes, and the problem that crept into it in the East was making them too rigidly separated. It has to be a natural harmony so they are mutually sustaining. No one can really exist without the others.

JohnK

PS Let me know if you mind me copying this to the Relational Science Blog

On Jun 19, 2014, at 9:45 AM, glen ep ropella <gepr> wrote:

On 06/18/2014 02:49 PM, John Jay Kineman wrote:

There needs to be
processes in place to ensure that, at personal and societal levels. In
other words, thinking outside of ourselves a bit, but also applying a
natural process that balances values.

Very interesting post! Forgive me if I over-simplify. But it sounds to me like you’re saying something like this. That the separation of concerns is a means to the end of collective/social thinking. If I get that right, then that’s a _very_ counter intuitive insight. Normally, especially on this list, we think of “fractionating” as a limited/lossy way of thinking. I’ve long had a problem with that, especially in the context of the transpersonal/social objectives of mainstream science, as you well know. I tend to think the separation of concerns in science (focusing on repeatability, testable — concrete — hypotheses, etc) is a means to the end of the societal construct that is science. But you’re couching that in terms of ethics, morality, governance, and spirituality…. something I often find myself thinking about, but in a much less disciplined way than I think about science and technology.

And even if I got it wrong, I’m still happy because you forced me to think in a different way. Thanks!

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Comment on Relational Cosmology

I sent this comment to Johan Masreliez, author of the Scale Expanding Cosmos (also a popular book titled “The Progression of Time”) and in full agreement he is forwarding the comment to other lists. We have found that our cosmological models are in strong agreement.  I thought I would post it here, as it turned out to be a fairly concise description.

TO: Johan Masreliez and other discussants

Hello,

I reached very similar conclusions to Johan’s SEC after a long and nearly coincident period of development without knowledge of each other. My approach was from a systems theory perspective, looking at ‘whole’ causal structures. I found a mathematical object that seemed to be universal – a wild claim by itself. So, I then went about applying it to extrapolate the idea as far as possible and see where it falls apart. I applied it to what it might imply about the cosmos and space time, and the result was the same scale expansion Johan discovered from the equations. The theory I applied began in biology by the mathematical biologist Robert Rosen and his mentor Nicholas Rashevsky. They did not consider cosmology, only biology, but I was testing its universality. I’m convinced it works and is the more parsimonious view of nature.

The meta-model of space time results in dual time scales — I call it ‘observational’ time and ‘intrinsic’ time. The French mathematician Robert Vallee also derived this conclusion and published it as the ‘intrinsic time of natural systems’.  Intrinsic time — what Johan associates with the atomic clock — has an infinite history. It scales as the log of observational time which is defined to be linear with an origin. If you take the log of zero you get negative infinity. One could also say that the expansion is exponential because the scale of space-time is self-referenced.  E.A. Milne was close to this idea in the 50’s. Ernst Mach had it intuitively but didn’t develop the mathematics, and although Einstein tried, his General Relativity ended up making the current compromise in which space expands and time does not. Interestingly, Einstein did not support the BB model[1].

What I’m finding is that the scientific community in the past several centuries needed to believe in some universal, given reality. This came from our intuitive feeling that something must be prior and greater than ourselves, and because our sensory experience is linear, we naturally project that there must have been an origin. Those two facts taken together would imply, naively, some kind of God who created the universe and remains as a greater reality. Now this three letter word refers to that prior or greater reality that we can’t know but project as a necessary ‘existence’ or perhaps ‘non-existence’ if existence means measurability or knowability. Science has to distinguish what can be known from what can’t. It doesn’t need to deny a larger infinite reality, even one that is holographically present in us, but it can’t begin formulating theories on the basis of something undefinable.

So, for everyday science it was fairly obvious to assume linear time, which we experience, and conservative matter and energy, which can be proven under most normal circumstances. The problem comes in extrapolating these working theories back to an origin – which we threw away at the beginning. Now we have an empirical idea for the origin that we started out knowing could not be empirical.

Actually, current physics preserves the compromise with standard religion by leaving origins to a distant God. But conflict still arises over whether or not that God can interfere in creation once it is set to run automatically.  Put more scientifically, the problem is if the laws governing the origin of a system participate in the laws of its operation, and perhaps vice-versa. If they do, we have complexity. Apparently, we have complexity.

If we take a machine, say a car, we can say it is governed strictly by the laws of operation. But is it?  The goal of the design engineer was to build something that would act that way as long as possible. But every mechanical device has a mean time before failure (MTBF). The reason is that all natural systems redesign themselves as they operate. The engineer is a kind of magician who separates these two laws long enough for us to rely on the mechanical properties, under limited circumstances.

Origin and operation are not miscible systems. So, this principle must also be true of the universe. In SEC the universe is re-designing itself (re-scaling) as it operates. That is what it must do as a natural system.

Regarding gravity waves and evidence for the Big Bang, the BB is a perceptual illusion. It will not go away as such. It is a singularity in the perception of history. Furthermore, even though SEC and my R-theory say it never had local properties as such, it is quite ‘real’ in our observational world. There are measurable properties of relativistic objects, even though relativity tells us that those properties don’t exist in the objects own local spacetime. We literally get something from nothing, and both remain true. It is something AND it is nothing; take your pick.

So as Johan says, we can describe it in either way and still be describing the same phenomenon. However, the better description, which is SEC, will lead to greater insights and further development. The theory we currently have is stagnant. We have already discovered its limits. Very little further development can be done. That is the problem with it, not that it is “wrong” in any practical sense. As its proponents are quick to point out, it works … up to a point.  So did Ptolemy’s circles.  The real question is “what’s next”?

On that point, the new theory does not need to be shown to be perfect. Like the previous one it will need development. In fact, if you follow my reasoning above, its value in the first place is that it leads to further development of science whereas the old theory does not. So the criteria for taking that leap are retrospective – about the old theory and its weaknesses, especially where it has revealed a paradox. The new theory need only be feasible and more parsimonious with respect to what the old theory covered.  Right now the current theory of space-time physics is perhaps the least parsimonious view science has ever had. It has violated one of its own fundamental principles. Which means to me simply that it is too complicated; the way they are calculating it and the assumptions those calculations are based on do not allow us to see important variability. We assume universal mass and energy, for example, and the new physics says all properties we measure are not just relative with respect to velocity, but relational with respect to gravity. In other words, mass is an artifact of expansion – the exponential scaling and re-design of spacetime itself.

I’m not sure what is described as gravitational waves that were supposedly discovered. But they are certainly mathematical entities in the present equations. I’ve just argued that mass itself, which we take as a prior universal, and which we can ‘prove’ exists (using the same equations), does not appear in a more universal frame of reference. It is an artifact of our view into history. I think in the same way that the energy of a relativistic particle is an artifact of our relative frames of reference, and is not an actual property of the particle. In this way we can ‘discover’ many particles depending on how we arrange our view. And I wouldn’t say the discovery is meaningless either, because these properties do have effects in our local world. It is just that their origin is not substantial or universal as such. So, the same can be true for gravitational waves. They can be properties of the geometry and not evidence of a big bang any more than they are evidence of the SEC geometry. The same was true of the CMBR. While it can be touted as being consistent with a BB view, it is not evidence of a BB any more than it is evidence of the geometrical properties of SEC. As another analogy, we can say that gravity is evidence that mass is real, but Einstein gave an alternative view that it is evidence of curvature of space-time geometry. Both can be ‘true’ depending on viewpoint.

John K.


[1] comment from Johan

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SSE Physics and the relationship of consciousness to observation

OK, it is too much for email, but please look at http://69.195.124.95/~nexialor/relational-science

That will seem confusing, but there are pages and posts where I try to make it more understandable. Initially it is not intuitive to Western trained minds.

I will refer to R-theory. I coined the name so that I could refer to it and not claim it as everyone’s ‘relational theory’ and also to reference it to Robert Rosen, on who’s ideas it is based, without losing the distinction between his work and my attempted extensions.

Note there is “relationalism” in cosmology that may be quite different.

In R-theory, a relation is mathematically a ‘functor’ (category theory). That is actually an information relation between two categories, but in this theory the two categories are measurable existence and niche potential. I use the word ‘niche’ in the ecological sense — I am a physical scientist / ecologist. But I’m applying the niche concept generally. It is a non-local specification for the existence of something – an adaptive / selective “contextual” potential in nature. It could be the Akashic field, or Tiller’s mirror reality, or the quantum void. It could be higher dimensions in space-time theory beyond 3S-1T. In fact I have a cosmology based on a direct mirror of 3S into an imaginary number domain where T remains imaginary in both mirror realities but ends up being dual scale (log relation). That simple trick actually works. So it is a relational cosmology.

The relation is also pretty much exactly what is described in the Upanishads of India – between “existence” and “non-existence”. But the later is to be understood as an existence without attributes, a non-measurable existence while our sensory world is an existence with attributes – the domain of measurement. We tend to refer to the opposite as “non-local” because measurement systems are what confer locality. So any measurement system must be non-local, and anything responsible for realization of local phenomena must be non-local.

The non-local is analogous to mental. It has potentials for realizing events and its potentials are built on prior events. Its like a memory or a model. Good candidate for concepts of mind, but I think consciousness is more than this – it is the whole relation.

The structure of the R-theory holon is a circular causality involving all four of Aristotle’s causes, but linked in a closed hierarchical loop, not an open hierarchy as Western science took it. I have many drawings of it, but this is the simplest and closest to Rosen’s ‘modeling relation’. Note that the modeling relation is a description of science, so if applied as a general picture of nature’s basic holographic unity, it says nature is modeling itself. The relations in the diagram are “decoding” and “encoding” which are functors between the mirror domains of a Natural System and a Formal System. You can get the idea of holographic structure when you realize that, if this is true, it is a “natural system” itself, so the box on the left can be written in the same way. So can the one on the right. Each box at one holarchical level is half of a modeling relation. Then the halves can connect in an infinite variety of holons at many scales. The result is an analytical method to decompose whole systems in terms of whole systems. I also have reasons to think this “whole” system would be associated with consciousness. It is a happening, becoming and expressing. This diagram is pure Rosen, except that I added the labels for Aristotle’s causes. When you do that, you get a holon with four causal quadrants that appears in many studies.

PastedGraphic-1.pdf

So here’s the R-theory holon. It appears in the six traditions mentioned here, plus the 5000 year old Indus Valley “three headed” bull, which I think represented the same idea:

PastedGraphic-2.pdf

Your last question — they are instances of organization. You can replace any of the four quadrant arrows above with another holon, and so it is a holistic construction/deconstruction. Its in a sense a reduction to wholes instead of a reduction to material parts. I think it is what we need to explain psi phenomena. note that the upper right quadrant looks a lot like karmic feedback from karmic actions in the lower left.

If you don’t mind, I’ll post this reply to the relational science BLOG

John

On Feb 21, 2014, at 12:38 AM, Andrew Lohrey <andrew.lohrey> wrote:

I am interested in relational science.

Can you say what constitutes a relation?
Are they local or non-local, mental or physical?
Do relations have agency and if so what is its nature?
Are relations innocent by-products of forms or the agents of organisation?

Andrew

On 21/02/2014, at 3:27 PM, John Jay Kineman wrote:

I’ve been working on something that seems similar, called R-theory. It is mathematically expressed in category theory. the “organization” you call Enformism may be similar to the R-theory holon.
Kineman, J.J. (2011) Relational Science: A Synthesis. Axiomathes, 21, 393437.

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SSE Physics and the relationship of consciousness to observation

Just a contribution….

There is technically no way to strictly ‘falsify’ a TOE assumption. It is like saying the explanation of the universe is that everything is constituted from X-beans that can’t be observed and then saying what the rules of the X-beans are. Now to the positivists this causes them to lose interest immediately. If you can’t bite or scratch it its not real. But in science we have a lot of supposed realities that are not measurable. Force is not directly measurable. It is inferred from behavior of objects. So, the test of a world view does not include falsifiability, instead it is parsimony, which is like ‘explanatory elegance’. What minimal set of assumptions explain all phenomena considered? Today’s physics is perhaps the least parsimonious view we have ever had in the sciences. That is why it involves so much math. The reason is that it is based on mechanistic assumptions. When you start with mechanisms as the foundation, than anything whole will require an infinite number of them to get a full description. Like a Taylor series expansion. But there is a more parsimonious expression that will get the same series of fractional mechanisms. The goal of theory should be to find that parsimonious view. There are five other criteria too – generality, unity, formality, consistency, and utility; but parsimony is the justification for a realist program.

Now regarding ideas about theory and our disappointment with it, there are a lot of opinions these days that any realist interpretation, or intuitive or natural understanding of the otherwise heuristic equations is a wast of time. I don’t share that view for the following reason. Only the attempt to find a natural model will enforce parsimony. Otherwise, every view is as good as its use.

So, I think there is no problem suggesting ‘real’ interpretation as long as we understand that it is our best and current guess as to what may be in nature, necessarily stated in some dualistic thought because thought is dualistic. But we can also have a concept of non-duality, it is just that we won’t be able to describe it as such, it will appear as a non-dual limit of some dualism.

My point is that the exercise is worth doing – always has been in science. The only problem with mechanism is that we got stuck with it and refused to advance to more parsimonious views that would include it and new phenomena.

Cheers,
John

 

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Brief explanation of category theory modification in R-theory

This is an explanation of the modification I made in category theory symbols in R-theory from .
Rosen used category theory to loosen up the formalism of cause and effect. Entailments are more general. Then one can decide what kind of rules it has, depending on the kind of sets and morphisms. The idea of a homomorphism is important, and the best I can figure is that it invokes the idea of formal cause (although the mathematicians are not clear about these causalities). In other words, if a morphism between two sets (an entailment) preserves the ‘structure’ of the sets, it is a homomorhism. This is mathematical structure, which is mathematical formalism. So, for example, if you have a machine the laws are purely mechanical. There is a homomorphism between machine A and mechanical result B. The results will be mechanical results. That keeps it within one formal cause system, one formalism. To describe something like General Relativity you no longer have a homomorphism because the formal definition of space-time, the mechanical coordinate system, has to change. So, now you can describe a morphism on the entailment – now it changes formal structure.  That’s my limited understanding, and it could be wrong or naive.
In any case, I saw a problem in the logic. We have one kind of entailment, a morphism on states. I did not see how one could get from states to a morphism; how a morphism is generated. Rosen gave a long discussion about that in Essays in which he cited Schroedinger as talking about inertial and gravitational objects. These words come from physics but were used metaphorically for anything in nature that is forced (inertial object) by anything that does the forcing (gravitational object). The question was how to get from an inertial object to a gravitational object. The standard entailments don’t seem to do that, but perhaps there is something about it that I missed. If so, then what I did in the 2011 paper isn’t wrong, but already handled and my proposal is then simply to adopt different notation to make the meaning clear and to establish the holon theory. What I did was this:
A mapping is normally drawn with solid lines using solid heads to indicate the morphism and open heads to indicate the set transition. The open arrow thus describes an inertial object being pushed. The solid head might be taken to describe a gravitational object, generation of a morphism, because it has a beginning and an ending too. So, you can draw a gravitational arrow between sets, indicating that one set produces a force or a function. Hence you have a much more general way of describing systems.
However, it is not clear how the magic occurs. You can draw:

PastedGraphic-1

more commonly drawn as

to indicate an efficient mapping where a function (vertical solid head) is responsible for the inertial transition, say causing a ball to accelerate.

PastedGraphic-4
And you can draw the gravitational map:
 where an inertial transition is responsible for producing a function.
Then you can put the two together to get a closed loop of efficient causation
PastedGraphic-5
and this is the convention in Rosen’s diagram of life, where he describes a closed loop of three efficient maps (with an implicit fourth and fifth with the environment).
However, this causal structure cannot exist as a mechanism and it has a bias built into its logic. Namely, we understand the forcing of an object in the first diagram. State a pre-exists and is acted upon by a function to reconfigure it to state b. But what is the interpretation of the second mapping? A function pre-exists and is changed into another function by the existence of a state? It says that new functions arise simply from states. Since we imagine the world to consist of a set of states at any moment in time, it means simply that “functions happen”, and it doesn’t say how or why. It doesn’t answer Schroedinger’s question. In fact it is a trick. The closed loop diagram is really only showing the combination of two efficient maps, functions on states, and saying those functions generate each other via the states. If we define the background of the diagram a space where efficient maps can occur, the diagram becomes like an Escher drawing – it is impossible in any space defined by efficient maps.
So, the key to answering Schroedinger’s question, how a state produces a function, lies in changing the background, the context. I didn’t see any way to indicate that change in standard category theory (but there may be a way that I’m not aware of, because like I said, I didn’t go very far into it).
There was another problem in the standard conventions: the idea of a “pre-existing state”. What the H#@$ is that? It is a highly reductionistic concept. States don’t pre-exist, they are abstracted from natural systems by interaction or measurement, according to Rosen’s own theory. So an open headed arrow from state ‘a’ to state ‘b’ is technically either meaningless or a gross summary of something else that is happening.
So, I adopted a different labeling convention, first to drop the convention of mapping between states and instead map between sets of states to a given state. So the set transition becomes drawn in this way:
PastedGraphic-7
 Which is heresy, but is says that we don’t get ‘a’ from another state, but from a whole system, A, that has the potential state ‘a’ and what the morphism does is to abstract (remove) the state from the system, or, in fact, produce it from where it did not actually exist as such before, only as potential state. This is consistent with quantum mechanics, where we cannot say that a particle state pre-exists before measurement.
The second change was to indicate the realized system background vs. the formal system background (context). The former would be shown with solid lines and the latter with dashed lines.
 PastedGraphic-8

No damage to category theory done there if it turns out these contextual maps are reducible to realized ones, but they are not.

But you can’t simply identify the implicit portion of the realized closed efficient loop above, like this, because then the original realized efficient maps (solid to open head arrows) are lost. You have to replace all the arrows with dashed arrows and the entire diagram becomes an inverse (formal-final) diagram instead of an efficient diagram. You therefore have to draw one or the other but they are immiscible because they exist in different domains of reality (different formal domains):
 PastedGraphic-10PastedGraphic-11
We know there is good solid meaning to the original efficient map. The double labeling that is thus required clearly demonstrates why the closed loop is impossible in any homomorphic domain, why it is an Escher diagram. Part of the loop follows one topology and the other part follows a different topology, just as Escher did.
So, the only solution is to expand the loop to include complete mappings in each domain, labeling them to identify which domain they belong to, the realized material world or the contextual formal world. like this:
PastedGraphic-12

so that you have contextual and realized maps alternating.  Then state transitions do not come from states but from whole systems exactly like this one, which exist between the function (solid head) arrow and the set transition (open head arrow). That tells you that this diagram itself has become holographic. It composes and decomposes into self-similar diagrams infinitely. And that, I think, is what nature does. It says clearly there are two complementary domains of reality – the realized and the potential or contextual. You get a new function when you put a state into a new context. What could be more obvious? Put a screwdriver in the kitchen and someone might use it to open cans instead of to tighten screws. The arm-waiving is gone, we can say exactly how states produce new functions, and its not only mathematically tight, it is intuitively obvious.

One more thing, once we have done the above, it becomes clear that the diagram exactly matches Rosen’s modeling relation. Hence the two theory tracks he followed are now unified.

PastedGraphic-14

Here you can also see the holographic quality in the red loops that indicate internal relations of each system, which must also be whole like main diagram. And, by extension, larger diagrams are also self-similar and holographic.
You can also see that I split the encoding and decoding arrows from Rosen’s original modeling relation diagram. He noted with some emphasis that encoding and decoding are necessarily outside the formal and natural system boxes, so what are they?  They are clearly information relations that exist within the holographic nature when you combine diagrams. Here they are clearly identified as relations BETWEEN the two domains of reality, realized and formational, and as such they are technically functors in Category theory. Each side of the modeling relation is a category and functors exist between categories. Categories contain homomorphic entailments, i.e., entailments of the same logical type.
Thus we have way of analyzing whole systems.
But the next thing I want to do is to work with Rosen’s detailed mappings in his books to see if there is any inconsistency with this extension of the theory. I don’t yet understand the normal logic in those more detailed diagrams well enough to do that. I suspect I will find something quite similar, where I can inject the contextual maps.

 

Please cite:  

1.
Kineman, J. Relational Science: A synthesis. Axiomathes 21, 393–437 (2011).

 

 

 

 

 

 

 

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Another attempt to explain causality in relational theory

I wrote this reply to a colleague on an e-list who was trying to explain “Kineman” idea to another colleague.

The concept if amazingly simple once you allow you mind to think in terms of simultaneous realities. In other words, wave-particle duality may indeed be a result of perception itself, but it is also a fundamental statement about how nature is organized: It is organized such that there can be multiple formal realities that don’t always or completely correspond. We don’t see that in everyday observations of highly interactive systems, but it shows up when the frequency of a system’s interaction with the environment is not so much greater than frequency of your observation of it, that it thus appears to be unaffected by your observation. This kind of situation exists in neurons, perhaps in microtubules, according to Hameroff and Penrose, so it is the case with quantum physics and consciousness. It is also the case for simple interactions between organisms and their environment, for certain phenomena that are entailed within the organisms and thus causally isolated from the environment. So, it is an everyday phenomenon to us, as conscious human beings, but also to any life form, because life entails internal models. Anyway, here’s the post. Maybe it is easier to understand:

 

From: John Jay Kineman <john.kineman@colorado.edu>
Subject: Re: Jung on Systems
Date: January 30, 2014 at 9:44:42 AM GMT+5:30
 
The word “causality” is presently understood by most practicing scientists to mean mechanical causes – states and dynamics. Rosen tried not to rub the fur too much the wrong way by calling Aristotle’s higher modes of understanding ’causes’. So, in his modeling relation he labeled the left side as a “Natural System” (more or less what we might expect we are studying in science) as operating via “Causality”, in the scientific sense. He labeled the right side a “Formal System” or “Model” and then labeled its ’causes’ as “inference”. These are the higher Aristotelian causes – formal and final, but to avoid confusion and to refer to the one domain where all accept their presence, human modeling, he labeled them as “inference”.
The relation is thus between these two mathematical categories. Each category has internal mappings, which are entailments. The difference — using our present language, between mechanical ‘causality’ and model ‘inference’ is that the entailments are inverses.  One goes  (using my interpreted language now) from function (efficient cause) to structure (material result), while the other, the inferential category, goes from idea (material exemplar) to system attractor (functional design). The inverse quality of these categories is what allows them to be considered as a whole, because being inverses they can generate each other. But, as Rosen clearly states, the interaction between them does not exist in either category! So what is it? It is an information relation which is not mechanical cause and not inference either. It exists at a 5th level which is the relation between the two worlds. That’s the holon.
Now these two worlds exist, clearly and irrefutably, in any picture of science. So, the holon view certainly is correct at least for describing the interaction between a scientist and the natural system he is studying. Nature “operates” and the scientist makes “inferences”.   But now consider the natural existence of the scientist – after all we evolved. Clearly some natural systems do inference and relate them to causality. We do that. We are natural. What if they all do that, but some have reduced relations revealing only a very mechanical aspect? Others, such as value systems, have very little reduction to mechanism. But both can be explained as modifications of the general view. That would be a robust general theory.
There is one all-important subtlety. All analytical views are approximations. The approximation here is different than when we assume inference isn’t present in the system. The compromise in that later case is that we end up with error. We get an exact preditions + error. When we do the holistic analysis we do not have an overall concept of error. Instead, error is another holon that we could explore. When we stop theThe distinction between the causes is somewhat artificial. It describes perception and knowledge. If we want knowledge, it says these are the least reducible knowledge domains. Yes, each domain is incommensurable with the others; hence they all must be considered if we want knowledge of a whole system analysis. Is it a parsimonious ontology of knowledge or a heuristic? I’d say the former because it meets the criteria of parsimony and generality. Whereas we accept wave-particle duality in physics, this is a four-part complementarity. So, it is beyond post-modern physics. It comes closest to the ideas of Mach and Bohm; also more recently William Tiller. Yes, it gets into the ‘weird stuff’ but you won’t get a holistic theory without allowing questions in those areas. Their exclusion from science has made them all the more confused and we will eventually have to go there.
So the subtlety of the holon view is that a single modeling relation diagram does not convey the complexity of the analysis until you consider that all systems in reality MUST include all four causes. That means the Natural System actually has all four causes, AND the modeling system also has all four causes. They are both natural systems and they both are capable of modeling other natural systems. That’s what nature does, it models other aspects of nature, and sometimes the environment can reduce the models to mechanisms or entail them into living systems. We have reduced it to mechanisms for analysis, as the modeling relation diagram itself shows. How do we put the causality back?  At any given level of analysis it just looks like error – that’s what we have now. Instead, we make the analysis holarchical, or by analogy, holographic. We say any given holon sees a relation between a mechanism and a defining/controlling context.
That is the problem with perception and measurement – we can only see ‘things’. But the holon creates an infinite nesting of holons if we consider the natural system to be decomposable into all four causes, and any holon itself to be composable into larger holons. That realizes Koestler’s idea and the idea in ecology that the part is in the whole and the whole is in the part. The holon is both part and whole at the same time. So, that is the power of the analysis – you can decompose nature into wholes.
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Limits of Science

This is a copy of a recent email list comment about the limits of science. Robert Rosen wrote a book about “The limits of the Limits of Science”. These ideas, I believe, would be compatible with his writing

First, the idea that science is centuries old and well established. This is a bit of a smoke screen because actually science is at least 4000-5000 years old. I’ve been doing research on scientific thinking in the Indus Valley culture this last year and it is fascinating and largely ignored, even actively suppressed. Their world view was very holistic in a definable mathematical sense. Dualistic thinking took over sometime between 1900BC and 600BC, about the time that Abrahamic religions got started. It was a big psychological shift from holism to dualism and it changed the entire character of civilization. There is no evidence, for example, of any major wars in the Indus Valley prior to this time nor any war artifacts found by archaeologists. Fortifications appear to have been against flooding, not invaders. That was the case for thousands of years. It absolutely stunned the archeologists because it was the single exception to nearly every other culture studied. It is also likely that civilization began there and not in mesopotamia or the nile, unless it was a contemporaneous development as these societies were in trade contact. A peaceful trading and spiritual society (the likely origin of the Vedas) that existed as a more or less continuous indigenous evolution of culture in the same region for thousands of years, and covering a much larger region than the Tigris, Euphrates, and Nile combined, is an astounding discovery, but we hear little about it. All the evidence, except for along the Indus, became buried under the Thar desert starting around 1900BC.
So, there was a giant change in thinking and culture. Astronomy was well developed with descriptions of the 9 planets and their orbits, certainly the cosmology was not heleo-centric, and mathematics was also begun. India was the first to employ the numerical concept of zero, and there were important mathematical principles going as far back as we have records, some principles we have lost; particularly the mathematics of whole systems.
We can talk about Centuries old “modern science” as distinct from “post-modern science” and we can talk about all Science of Western origin (which is now global). All of these are dualistic and became formalized only in recent centuries, but have origins back to 2nd millennium BC, whereas a more holistic science existed prior to that and made many discoveries that are valid today. If you go to the philosophy book section at any university in the US, however, you may find it hard to find any evidence that science or philosophy existed before the Greeks. We are very culture-specific and in history we appropriated many many things from the ancients and attributed them to Western development.
Rosen pointed out that our dualistic thinking led us to define mechanisms and then to think of all of nature as a collection and construction of mechanisms alone. That is classic dualism, meaning you have non-mental systems being studied and human minds (somehow outside of nature) studying them: subject-object duality. It is so “well established” that many have been misled to believe that nothing else is possible. We have formalized the theory of duality to such a degree that it is considered fundamentally paradoxical for a mind to study a mind. We relegated that study to art, poetry, religion, and “sloppy thinking”. Along with that view we have discarded concepts of God as being quintessentially of the same discarded category. But it was with a great cost, because it is impossible to make such a distinction and keep human creativity, intelligence, mental faculty, personal experience, will, choice, love, or soul as part of nature – raising the question if it is even part of our nature. We thus become aliens in the current scientific view – we’re from Alpha Centauri or the Pleiades, or our minds are immanently bestowed from the divine (theological view), or our minds are illusions, i.e. “epiphenomena” that will eventually be reduced to (fully explained by) physical correlates in the brain and genes. There is a huge debate, therefore, as to whether the mind exceeds its physical substrate or not; a fact I, and probably the pre-Vedic Rishis, would consider trivially obvious. In any case, Western science does not accept that one can include the contents of mind in a scientific study, only the physical correlates, even if mind is more. The ‘more’ has to be considered as some complex emergence or uncertainty, or an understandable derivative of mechanisms. To this Rosen wrote, quite correctly:
“…To say what life is, we must …understand… what life is not. …Mechanism already excludes most of what we need to arrive at an answer…Thus, we must retreat to an earlier epistemological stage, before the assumptions that characterize mechanisms have been made.”  (Rosen 1991)
So, how do we do that? I suspect, without having seen the Johnson reference, that he has pointed out how modern / post-modern science remains dualistic and does not allow the “higher” causes of mind to be considered as natural causes. In fact, most physicists tacitly believe that mind is primary (see Richard Conn Henry’s paper in Nature — Henry, R.C. (2005) The mental Universe. Nature436, 29–29). All of Western science retains the dualistic approach, even these enlightened physicists, in practice. Even though they know it is not fundamentally true, they believe there is no other way to write the description. So, you get someone as brilliant and respected as Feynman writing “Shut up and calculate”. Hawking and Molodinow discuss “model-dependent reality” meaning our view of nature depends entirely on our model of it.
What they have not done is take the next step, which is to explore the idea of models IN nature itself. Gregory Bateson was an advocate of that (Bateson, G. (1979) Mind and Nature: A Necessary Unity. Bantam, Toronto.)  Bateson wrote:
“If we continue to operate in terms of a Cartesian dualism of mind versus matter … you will logically and naturally see yourself as outside and against the things around you. And as you arrogate all mind to yourself, you will see the world around you as mindless and therefore not entitled to moral or ethical consideration.”…“If I am right, the whole of our thinking about what we are and what other people are has got to be restructured. … The most important task today is…to learn to think in the new way.”
So, what is “The New Way”?
Now, continuing my lack of brevity, I’ll try to address two points in the discussion: (1) limits within Western science, (2) categories for expanding Western science
Limits Within Western Science:
In 1991 I published a study of Western epistemology for a Chapman Conference on the Gaia Hypothesis. It was to challenge very narrow interpretations of what has been called “positivistic” science. The positivists believed in a very strict “hypthetico-deductive” (HD) methodology. One is to construct and test hypotheses — only. Data are used to form and test the hypotheses. HD methodology was associated with Newtonian “Modern” era of science. It could be retained in the Post-Modern era with some slight modifications – introduction of probability theory as a natural description. Probabilities became real components of nature (although hard to get anyone to admit that). Quantum waves are probability waves. It is one step toward Bateson’s recognition of mind, or information, in nature.
But HD tests hypotheses within a given set of assumptions about nature. There is a larger loop of testing that involves the assumptions, or world views. It is slightly different but I identified 6 epistemological criteria in its testing and I diagrammed the nested loops as below:
Screen Shot 2013-08-01 at 9.22.13 AM
So, this gets us beyond the most narrow Western interpretations of science – a sort of scientific “nothing-but-ism”; i.e., beyond what I call the “bite and scratch” science. It allows science to explore new world views and essentially re-write all the known laws in different terms. Obviously we don’t want to have to do that very often, so the criteria are very important and “pseudo science” takes giant leaps that would not be worth anyone’s time to test. The criteria make is a reasonable investigation of other world views.
The classic example is Ptolemy’s epicircle theory of planetary motions. He might have been quoted as saying, like Feynman, “shut up and calculate”. His calculations worked. The only problem was they were increasingly difficult and grew exponentially as one asked more detailed questions. Newton rewrote all the known laws of orbital motions in terms of a central force of gravity. That simplified the calculations and gave more accurate descriptions. So, we called it “true”. “True” is a carpenter’s term that means two things match up well, in this case, the calculations and the observations. “True” means nothing more than that in this example, as we can prove by realizing that Newton’s “true” was further improved by Einstein, where again we had to re-write all the known laws of physics. Except that in that case we were able to retain a quasi-correspondence with Newtonian calculations at a particular scale and under very specific conditions of closed systems. Without those restrictions on the domain of nature being described, there is no exact correspondence (this was rather convincingly argued by Niels Bohr).
It is typical for the calculations within a given world view to not be ‘miscible’; i.e., they can’t unified. In fact, it is now a principle in physics that immiscible descriptions of nature are necessary for complete description, as in wave-particle theory. But even wave-particle theory can be re-written in terms of other views, and they will also have this fundamental complementarity between immiscible descriptions. That is complexity.
Now, on to (2) Categories for expanding Western science.
The comments in this email exchange include a mention of categories of science:

a) the three prompts of ‘science:’
What was that?
What caused it?
Will it happen again?
and
b) the three protections of the scientific method:
What is the locus of validity of the dynamic and integrity limits of your explanation/theory in ‘a)’?
What experiment will check your explanation/theory for fallibility?
Has your explanation/theory been independently checked for fallibility?

The first group of questions is an attempt to give complementarity descriptions of nature (i.e., the immiscible descriptions mentioned above). These three questions are supposed to define unique possible answers in different categories of knowledge or even nature itself. If these categories could be reduced to each other, we would write only one question, not three.
However, the three part division indicated here is arbitrary and not rooted in any genuine (scientific) metaphysics. It is a colloquial expression of current thinking in popular language – hardly something that can be analyzed logically very well. But I’ll try.
What is that?  By this question most people mean to identify its material nature – substance that can be measured and quantified. We are people who have been taught to think in terms of ‘things’ (the world view), so while an modern or ancient native might answer “that is God speaking” we expect it to be answered with a material label. “That is a tree”. As if the word “tree” means something more specific than “God speaking”, which it doesn’t until we pile it up with more attributes. And that is our science, the piling up of attributes onto things.
What caused it?  By this we mean, really, what explains it. Aristotle’s causes are also and probably better thought of as modes of explanation. However, Western science, particularly modern science, severely limited the allowable answers. Aristotle said it can have four categorically different answers; material (what things it represents or is made of), efficient (its dynamic laws), formal (its design), and final (its purpose). It is not wrong to say that the presence of a house is explained by, or “caused” by, a person’s desire to live there. It is also not wrong to say it is there, in the way it exists, because of its blueprint and building permit filed at the County Building Department. But that is not what we expect in Western science. These are considered social answers, or we could even have political and ethical ones.  “Cause” has been reduced to efficient cause – the laws that can be written in quantitative equations— with the extremely grand assumption that everything else might then be built on such equations. That, of course, is a ludicrous assumption.
Will it happen again? By this I presume is meant prediction. In modern science this is fully reducible to the previous question, because natural law is presumed to be fully predictive. If we know how it happened, we can say exactly under what conditions it will happen again. Nature is deterministic in that world view. In post-modern science there is uncertainty, so this question has a probabilistic answer. In post-normal science, i.e., beyond duality, this question has a relational answer in which mind-like qualities might factor into the explanation; i.e., we might need to ask “do you want it to happen again?” In other words, nature is not a machine.
The three “protections” mentioned are appropriate, but they are not usually interpreted broadly enough and most often are used to reinforce colloquial limitations – the same “nothing-but-ism” mentioned above.
Locus of validity  — is it the kind of behavior, or the kind of explanation? If the kind of behavior, how far out of commonly accepted domains will be allowed? Rosen was accused of “answering questions nobody wants to ask”. If I write a proposal to NSF to study “the mind of nature” it will be rejected because it is neither the kind of behavior we want to explain, nor does it involve the kind of explanations we want to find. Kuhn and Popper both recognize the tremendous influence that social norms have on science. It is not a “protection of science” but a protection of the science establishment. I once accused someone obsessed with using quantum explanations for mind as leading “the physics Sanhedrin”.
Experiment     — great subtlety is required in designing good experiments, and few do it well. Most experiments assume a common reality, and so do not test for anything very surprising. They unsurprisingly confirm the general reality they are designed in and test details of that reality (the first discovery loop in the diagram above). Much more subtle methods are required to test assumptions of that reality, so the more important criteria is actually Design of Experiments. Are there more elegant experiments? When we meditate are we experimenting with the mind and can we learn anything? Original, Eastern science was of that variety and what they learned is today considered extremely profound, enough so that the early quantum physicists themselves attributed their breakthrough to its description in Vedic literature. For some reason Western scientists don’t want to hear that. I wonder why that is so? In fact it is not experiment that forms the bedrock of scientific discovery, it is Experience. Experiment is a method for testing one’s experience and appropriate experiments can be designed to test the realities implied in any kind of experience. We can even learn from madness if we go about it right.
Independent validation — certainly another of the modern gods that has been perverted and misused to limit science to our vision of the natural world as a set of things with law-like behaviors.  IF nature is deterministic THEN its behaviors are regular and predictable. IF someone claims to have discovered something important about nature THEN it must be repeatable as many times as one wishes to repeat it. So it is a great test to say that the experiment must be replicated in different laboratories by different people to be accepted as true. Or is it?  What if nature is NOT fundamentally deterministic, as post-modern science as now universally concluded it is not? In that case, such criteria remain, but clearly and obviously they serve to limit what science studies. It becomes science of only the most repeatable phenomena – science of the commonly shared reality. Are we really authorized to say that is the only thing science can study? In ecosystem science the entire discipline and all government environmental agencies is becoming increasingly focused on how to anticipate surprises. Complex systems produce one-off surprises.   So, if we observe Lake Erie flip from one ecological pattern (say oligotrophic) to another (say eutrophic), as it did; and then flip back, as it did, should I believe the story? Do I have to replicate the experiment? How many people needed to see it for it to be true? If we replicate it with other lakes would it be a true replication of Lake Erie, or are we again looking only for what is common among them?  The biological world is filled with unique organisms and species, and most of what we need to know about it involves unique phenomena. Surprise, uniqueness, identity are all part of that world. What if you have the experience of speaking to a deceased relative? Is there any way to understand more from that experience or to study its validity? In Near Death Experiences amazing things have been recorded. Are we willing to look for meaningful patterns in human experience, or only in precisely measurable external phenomena? What about the internal, subjective, experiences? It is really proper to say to all creative thinkers that they cannot, must not — and will be punished if they do — use scientific methods to study subjective phenomena because we as a society have made a religious and political agreement to call it “impossible”?
So the “well accepted” methodology excludes most of what we need to learn today. 
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