Water has emergent properties?

AI Thread Summary
The discussion centers on the concept of emergent properties in water, particularly whether these properties can be understood through reductionist principles. It highlights that while water exhibits emergent properties, such as liquidity, these properties arise from complex interactions among multiple molecules rather than individual ones. Participants debate the compatibility of emergence and reductionism, suggesting that emergent phenomena can still be explained through underlying interactions, albeit in a non-linear and complex manner. The conversation also touches on the challenges of predicting properties of new molecules based on known atomic interactions, emphasizing the role of trial and error in material science. Overall, the discourse reflects a nuanced view of how emergent properties fit within the broader framework of modern physics.
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What do physicists think about water as an example of something with emergent properties?
http://ieet.org/index.php/tpwiki/Emergentism “The first emergentist theorists used the example of water having a new property when hydrogen, H, and oxygen, O, combine to form H2O (water). In this example there emerge such new properties as liquidity under standard conditions.”
I wonder if the concept of emergent properties has become main stream in modern physics. If so, what happened to reductionism?
http://ieet.org/index.php/tpwiki/Emergentism “Put in abstract terms the emergent theory asserts that there are certain wholes, composed (say) of constituents A, B, and C in a relation R to each other; that all wholes composed of constituents of the same kind as A, B, and C in relations of the same kind as R have certain characteristic properties; that A, B, and C are capable of occurring in other kinds of complex where the relation is not of the same kind as R; and that the characteristic properties of the whole R(A, B, C) cannot, even in theory, be deduced from the most complete knowledge of the properties of A, B, and C in isolation or in other wholes which are not of the form R(A, B, C).”
Does this go for water?
 
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I don't see emergence and reductionism as being mutually exclusive. The emergent properties of water won't occur with one water molecule (or even a couple, really). But we can still explain the emergent properties in reductionist terms (coupling effects between the members of the ensemble). I don't know of any way of predicting all the properties of unknown molecules made by combining known atoms. Certainly we can make educated guesses, but material scientists use a lot of trial and error in the end.

In modeling nature, there exists mathematical systems that are sensitive to initial conditions and aren't analytically solvable (thus requiring computers to solve numerically) and are fundamentally unpredictable despite being deterministic. Coupling several such elements together leads to new behaviors that there is no way (that I know of) of predicting.
 
No emergent property can arise that are not in accordance with the laws of interaction governing the "small".

For example, independent measurability of momentum and position of a "particle" is a statistical assemblage effect that can be regarded as an emergent property of matter.
 
Pythagorean and Arildno, thank you for your response. Do you use terms like 'emergence' and 'emergent property' in rigidly accurate sense as described in the wiki quote in the OP?

Pythagorean you state that you don't see emergence and reductionism as being mutually exclusive, but the wiki definition of emergence, as I understand it, excludes deduction from the parts.

Arildno, you state that no emergent property can arise that is not in accordance with the laws of interaction, but do you mean that these emergent properties are nevertheless not deducible from these laws?

To be clear, do you believe in so called emergent properties of water, that are in principle not deducible from the most complete knowledge of a lower level?
 
Hmm..I wrote "in accordance with", didn't I?

That's something quite different from "deducible".

Or what do you think?
 
Arildno,
arildno said:
No emergent property can arise that are not in accordance with the laws of interaction governing the "small".
Do you mean by 'in accordance with the laws of interaction governing the "small"' : 'within the broad boundaries of the laws of interaction, which are leaving a huge bandwidth for the 'not-so-small' to 'create ex nihilo' irreducible properties?
Or are these laws strict and causing clear predictable effects, so there is no emergent property in the sense of not being deducible in principle from the most complete knowledge of a lower level?
 
Diderot said:
What do physicists think about water as an example of something with emergent properties?
I wonder if the concept of emergent properties has become main stream in modern physics. If so, what happened to reductionism?

Boy, you must have missed Phil Anderson's "More Is Different" essay, and all those papers by Bob Laughlin!

You may also want to read this:

https://www.physicsforums.com/showpost.php?p=2207270&postcount=81

Zz.
 
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"within the broad boundaries of the laws of interaction, which are leaving a huge bandwidth for emergent properties to come up (ex nihilo with something irreducible?)"

That is PRECISELY what I mean.

I don't understand what I've placed within a parenthesis; I must say that I cannot regard "deducibility" as a precise enough concept to be of any use. What is deducible for one person isn't deducible for another. And, we do not have any sort of solid knowledge to properly define "maximal deducibility" for humans in general.

For example:
Suppose the laws of the "small" allows a RANGE of behaviour for all matter to act according to.
The behaviour of "The large" must necessarily be in accordance with that specified range, even though, obviously, the actual range of behaviour for "The Large" will show surprising statistical deviancies in what is "common behaviour" on that level, relative to what is "common behaviour" on the scale of "The Small". Such surprising statistical deviancies, for example that for "The Large", it is meaningful and possible, to measure position and momentum of a "particle" independently (and accurately) of each other, is one such "emergent" property.
In my view, that is.

(Note that Heisenberg's famed uncertainty relation is, in principle, as valid for "The Small" as it is for "The Large"; in the latter case, it shows that certainty is, indeed, a feature of the macroworld)
 
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Diderot said:
Pythagorean you state that you don't see emergence and reductionism as being mutually exclusive, but the wiki definition of emergence, as I understand it, excludes deduction from the parts.

Emergence is an ill-defined concept so different fields have slightly different definitions; my assumption, without looking at the wiki page, is that it's from pure philosophy perspective. I come from the nonlinear sciences perspective in which we already classify properties as emergent. This doesn't mean that the properties can't be explained in terms of reductionism, but it's not always automatically apparent how the reduced interactions give way to the emergent properties, so it can't be predicted from the reduced "particle interactions" but once you've seen the phenomena you can start trouble-shooting it and seeing how the reduced particle interactions affect emergent outcomes.

Typical properties of emergent phenomena are degeneracy and distributed function, which further complicate said trouble shooting. Degenerate means several different kinds of interactions can lead to the same emergent phenomena and distributed means one reduced interaction may play a part in several different emergent properties. This makes troubleshooting hard. For instance, in biology, if you knock out a gene, other systems may compensate for it, so the effects you're seeing you can't directly contribute to lack of the gene as much as compensation by other protein networks. There's still a reductionist explanation, it's just obscured by the complexity of the system.

I would also agree with arildno that deducibility isn't really relevant.
 
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  • #10
I'd say that "emergent" property would, for example, include a statistical deviancy in behaviour of a subsystem relative to statistical behaviour of the whole system.

But, it doesn't follow that that subsystem's deviant behaviour isn't in accordance with the principles governing the WHOLE system.

I would also emphasize ZapperZ's excellent reference.
 
  • #11
Pythagorean,
For instance, in biology, if you knock out a gene, other systems may compensate for it, so the effects you're seeing you can't directly contribute to lack of the gene as much as compensation by other protein networks. There's still a reductionist explanation, it's just obscured by the complexity of the system.
I would prefer not go there. I want to keep it 'simple': H2O, does it posses 'emergent' properties or not?. I take it from your answer that you don't believe in emergent properties [edit: with regard to water] of the irreducible kind.

ZapperZ,
Abstract: "In 1972, P.W.Anderson suggested that `More is Different', meaning that complex physical systems may exhibit behavior that cannot be understood only in terms of the laws governing their microscopic constituents."
My question isn't about complex physical systems. My question is about water. Boy, you must have missed the OP.
 
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  • #12
Diderot said:
ZapperZ,

My question isn't about complex physical systems. My question is about water. Boy, you must have missed the OP.

I didn't! You asked this!

I wonder if the concept of emergent properties has become main stream in modern physics. If so, what happened to reductionism?

That's what I was responding to. Or are you saying that you're asking if emergent properties IN WATER has become mainstream in modern physics? This would be odd and highly restrictive, because, after all, why would "modern physics" worry that much about this very narrow application of water?

You asked a very broad question on emergent properties. I gave you not only a response, but also a direct, clear link.

You're welcome.

Zz.
 
  • #13
ZapperZ,
No, I asked this (you quoted correctly the first time):
What do physicists think about water as an example of something with emergent properties?
I wonder if the concept of emergent properties has become main stream in modern physics. If so, what happened to reductionism?
Let me rephrase my question: What do physicists think about water as an example of something with emergent properties? I wonder if the concept of water as an example of something with emergent properties, has become main stream in modern physics. If so, what happened to reductionism?
 
  • #14
I'm sorry. But you continually use two WORDS "emergent" and "deducible", both of which can be given a number of meanings.
I'm sure that's not your intention, but that's hpw I read your posts.

For example:
Suppose the laws of interactions implies that a particular configuration of the small requires at LEAST 5 "particles".

Then, for 5-particle systems and beyond, THAT configuration may appear, but NEVER for particle systems of less than 5 particles.
Is that configuration an emergent property? I think it is.
Is it in accordance with the laws od interaction? Most definitely!

Is it LIKELY that a mathematician might be able to compute himself into all 5-particle configurations and be able to identify that particular configuration from his armchair? Not necessarily likely at all!
 
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  • #15
Your question is ill-defined because it says "Emergentism. A property of a system is said to be emergent if it is more than the sum of the properties of the system’s parts." You need to clarify

(1) whether you mean a water molecule or a mole of water
(2) what you mean by parts
(3) what you mean by sum
 
  • #16
My take on this is philosophically utilitarian, but it seems consistent with Anderson et al:

"Emergent" is no more or less than the fact that understanding a system "in the large" needs different conceptual tools than understanding it "in the small".

Of course as an engineer, I'm quite familiar with the joke about the physicist who tried to design some kitchen shelves by considering the behavior of the subatomic particles in the planks of wood. But that's exactly the point: classical continuum mechanics (described by tensor fields of stress, strain etc) is iIMO an emergent property of quantum field theory, and an engineer's "strength of materials" approach to designing cantilever beams is an emergent property of classical continuum mechanics. A mechanical engineer who designs a kitchen shelf by modeling the wood as a 3-dimensional anisotropic composite material is as big a fool as the apocryphal physicist.

The fact that historically the three models of the shelf were discovered in the reverse order is beside the point.

But I don't have any view on how that applies to the specific case of water. Sorry, water isn't my specialist subject
 
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  • #17
"needs different conceptual tools "

"Needs" is a very strong word, AlephZero!
I'll stretch myself into "convenience", but "necessity"?
 
  • #18
Arildno,

My synonyms for the word 'deducible' are 'explainable' and 'understandable'. For instance the sentence 'some physicists hold the position that water has so-called emergent properties, which are in principle not explainable (or understandable or deducible) from the most complete knowledge of a lower level.'

Atyy,

Was it your intent to quote me? You didn't.
 
  • #19
arildno said:
"Needs" is a very strong word, AlephZero!

Agreed, and that's the point, IMO.

Try understanding the behaviour of a chaotic dynamical system without using tools like Poincare maps or Lyapunov exponents, and see how far you get...

And I would call the Feigenbaum constant an emergent property.
 
  • #20
AlephZero said:
Agreed, and that's the point, IMO.

Try understanding the behaviour of a chaotic dynamical system without using tools like Poincare maps or Lyapunov exponents, and see how far you get...
Isn't it, rather, constraints placed by reality upon such issues like computation time, rather than any LOGICAL need present here?

This is veering off into philosophy..
 
  • #21
There's no analytical solution to such problems. Numerical analysis is all that's fundamentally available. I would call that a "logical need".
 
  • #22
But this is where the line gets fuzzy anyway, because you can consider a reduced chaotic system or an emergent chaotic system, so I don't really know to what extent chaotic systems define emergent vs. not.

I guess even the reduced chaotic system can generate information in an infinite matter. You can zoom in on a basin of attraction forever, like those never-ending fractal movies. I don't know if that's all chaotic systems or not, but I think sensitivity (chaos) is a necessary condition for this type of "emergence".
 
  • #23
Diderot said:
Atyy,

Was it your intent to quote me? You didn't.

Yes, I meant to quote you. I now see you meant only to quote the snippet of the wiki article you linked, and not the article itself. So we are still left in the dark. Basically, until your define your terms, your question is meaningless.
 
  • #24
AlephZero said:
My take on this is philosophically utilitarian, but it seems consistent with Anderson et al:

"Emergent" is no more or less than the fact that understanding a system "in the large" needs different conceptual tools than understanding it "in the small".

Of course as an engineer, I'm quite familiar with the joke about the physicist who tried to design some kitchen shelves by considering the behavior of the subatomic particles in the planks of wood. But that's exactly the point: classical continuum mechanics (described by tensor fields of stress, strain etc) is iIMO an emergent property of quantum field theory, and an engineer's "strength of materials" approach to designing cantilever beams is an emergent property of classical continuum mechanics. A mechanical engineer who designs a kitchen shelf by modeling the wood as a 3-dimensional anisotropic composite material is as big a fool as the apocryphal physicist.

The fact that historically the three models of the shelf were discovered in the reverse order is beside the point.

But I don't have any view on how that applies to the specific case of water. Sorry, water isn't my specialist subject

AlephZero said:
Agreed, and that's the point, IMO.

Try understanding the behaviour of a chaotic dynamical system without using tools like Poincare maps or Lyapunov exponents, and see how far you get...

And I would call the Feigenbaum constant an emergent property.

I do basically conceive of emergence in the same way you used it in the first quote. Emergence means that instead of using the "fundamental" degrees of freedom, we use different degrees of freedom and dynamics which are valid to "good" approximation only in our restricted regime of interest. So "table" is an emergent concept relative to electrons, and electrons are emergent relative to strings (in some universe, not necessarily ours), and strings are emergent relative to gauge theory via AdS/CFT.

But I don't see how the Feigenbaum constant is emergent in this sense - relative to what theory is it not fundamental?

Edit: I see your point, but can't express it clearly. I guess it's something like this? If the only observable quantity is the branching ratio, then the Feigenbaum constant specifies the ratio as long as one is in the right class of dynamical system. Which particular system in the class is unimportant, and those details can be thrown away. An analogous example would be that the ability to characterize a distribution only by mean and variance is emergent in any system where the observable is made from the sum of a large number of random variables. As long as one is interested only in the observable, mean and variance suffice and are emergent. (I think both the Feigenbaum constant and the central limit theorem are obtained as fixed points of a renormalization process.)
 
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  • #25
Arildno,
For example:
Suppose the laws of interactions implies that a particular configuration of the small requires at LEAST 5 "particles".

Then, for 5-particle systems and beyond, THAT configuration may appear, but NEVER for particle systems of less than 5 particles.
Is that configuration an emergent property? I think it is.
So, this configuration, being an emergent property, is not explainable (deducible) from the most complete knowledge of a lower level? Is that what you are saying?
 
  • #26
Diderot said:
Arildno,

So, this configuration, being an emergent property, is not explainable (deducible) from the most complete knowledge of a lower level? Is that what you are saying?
Not at all. But it means you'll need to jiggle five balls in the air in a clever way to perceive a particular new pattern.

Suppose that some effects only become perceptible as a form of behaviour (say, as a very rare condition amongst all the other possibles) when you have a zillion particles to juggle, and THAT effect only becomes PREDOMINANT when you have a zillion zillion particles to juggle with.

The effect is still in ACCORDANCE with the laws of interaction valid on the small scale, but predictable in practical computation time? Not very likely..
--------------------------------------------------------------------------------------------
In practice then, IF we regard "deducibility" to include within it "a reasonable time frame in order to make the computations from the basics", then such macrosystemic behaviour is NOT deducible; we'll always need, for practical predictive purposes, shortcuts to the answer, and the formation of concepts we do not strictly derive from the elementary laws. That does not, however, yet again, mean that the new concepts are in violation of those elementary laws.
 
  • #27
atyy said:
Your question is ill-defined because it says "Emergentism. A property of a system is said to be emergent if it is more than the sum of the properties of the system’s parts." You need to clarify

(1) whether you mean a water molecule or a mole of water
(2) what you mean by parts
(3) what you mean by sum
(1) at least 2 water molecules
(2) particles and laws; hydrogen atoms, oxygen atoms and relevant physical laws
(3) the abstract addition of particles and laws
 
  • #28
arildno,
In practice then, IF we regard "deducibility" to include within it "a reasonable time frame in order to make the computations from the basics", then such macrosystemic behaviour is NOT deducible;
So, you are saying that, in this case, an emergent property is not deducible within a reasonable time frame. So 'not deducible' - and emergence - has a practical connotation. An emergent property is not in-deducible in principle, because of reasons like: 'it is more than the sum of the properties of the system’s parts'; as in 1 + 1 = 4.
 
  • #29
Well, it is the difference between my view of for all practical view of existent "emergence" and "indeducibility", and your view, that I regard as some sort of metaphysical claim about True Reality.

As to the latter, I don't see how either for or against it has any relevance in practice.
 
  • #30
Arildno, so you are saying:

Ok guys, let's declare this property 'emergent' because the client wants results before 6 o' clock this afternoon.
What does emergent mean boss?
Hey, don't worry about it, we are all practical folks and don't care much about the exact definition of terms
 
  • #31
I think it is meaningless to bandy about with terms purporting to describe some aspect of reality but that cannot be checked whether they hold true or not.

Come up with an example where this theoretical "in principle" emergence will have different detectable results than my practical "in principle" emergence concept.

And no, my emergence concept is the precise one, not yours.
 
  • #32
Diderot said:
(1) at least 2 water molecules
(2) particles and laws; hydrogen atoms, oxygen atoms and relevant physical laws
(3) the abstract addition of particles and laws

If I understand you correctly, then water and all other phenomena in everyday life are not emergent in that sense. We believe that the fundamental laws (Schroedinger's equation for the interaction of hydrogen and oxygen) describe what we see everyday.

In physics, "emergent" usually means a relation between two theories. A more "fundamental" theory which is a good approximation over a "bigger" domain, and an "emergent" theory with different dynamical variables which is a good approximation over a "smaller" domain. An example of a fundamental theory would be one in which there are things like wood blocks, nails etc, and the emergent theory would be one in which there are tables and chairs. If you are arranging the furniture in a room, you can use the emergent theory of tables and chairs. But if you are a carpenter making a table then you use the fundamental theory of nails and wood.

One subtlety is that the carpenter must also know the relation between the theories, and part of the relation between a fundamental theory and an emergent theory is the concept of a good approximation over a smaller domain, where "good" depends on the user (the assumption that user is going to arrange furniture in a room, and not chop the tables up).
 
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  • #33
atyy,
If I understand you correctly, then water and all other phenomena in everyday life are not emergent in that sense. We believe that the fundamental laws (Schroedinger's equation for the interaction of hydrogen and oxygen) describe what we see every day.
Ergo, the so-called emergent properties of water, e.g. wetness, can be deduced from the most complete knowledge of hydrogen atoms and oxygen atoms and fundamental laws (Schroedinger's equation for the interaction of hydrogen and oxygen).
People who tell us that water has ‘emergent’ properties - properties which are in principle not deducible from the most complete knowledge of a lower level - are ill-informed. Water molecules are not more than the sum of its parts.
 
  • #34
even for a single hydrogen atom, modelling it with Schrodinger requires some liberties to be taken.

Talking about whether an ensemble of water molecules are "more than the sum of their parts" isn't meaningful. More what? Why are you summing their parts? What qualities do you measure to quantify that statement. It sounds quantifiable but it lacks quality.

You could find some properties of water for which it is true vs. not (probably something to do with extensive vs. intensive properties.)

And again, I have to agree with arildno that deducibility is a poor measure.
 
  • #35
Pythagorean,
Talking about whether an ensemble of water molecules are "more than the sum of their parts" isn't meaningful.
Not meaningful as in nonsensical?
More what?
Emergent properties! According to the theory of emergence water has emergent properties that are in principle not deducible from even the most complete knowledge of a lower level. These emergent properties emerge from nothing, they cannot be explained – at least not from a lower level -. These emergent properties therefor constitute the ‘more’. Due to these in-deducible (unexplainable) properties there is a whole that is more than the sum of its parts.
Why are you summing their parts?
In order to compare it to the ‘whole’ which is – according to emergence – the sum of the parts + *poof* emergent properties.
 
  • #36
Emergent properties! According to the theory of emergence water has emergent properties that are in principle not deducible from even the most complete knowledge of a lower level. These emergent properties emerge from nothing, they cannot be explained – at least not from a lower level -. These emergent properties therefor constitute the ‘more’. Due to these in-deducible (unexplainable) properties there is a whole that is more than the sum of its parts.

I don't really think that's a question about water, or the universe, so much as about models. This seems like a pure philosophy question, really; it appears ontology-dependent.

In order to compare it to the ‘whole’ which is – according to emergence – the sum of the parts + *poof* emergent properties.

Water does have emergent properties in this sense, though. Without bringing deducibility into it. Clearly, there's no way to talk about the (classical) wave properties of a small number of water molecules so when you put enough together, new properties emerge.
 
  • #37
Pythagorean,
Water does have emergent properties in this sense, though. Without bringing deducibility into it.
By wiki's definition of emergent properties (see OP) one cannot separate 'emergence' and 'deducibility'. Emergent is synonymous for in-deducible. Emergent properties *poof* into existence. Properties which we can deduce (explain) from a lower level are not emergent properties by definition.
 
  • #38
And do you realize the fundamental issue with that making it an ontology-dependent question? It means it's purely philosophical, not scientific. I don't think most scientists will share that definition of emergent, so it smells kind of like equivocation.
 
  • #39
Diderot said:
atyy,

Ergo, the so-called emergent properties of water, e.g. wetness, can be deduced from the most complete knowledge of hydrogen atoms and oxygen atoms and fundamental laws (Schroedinger's equation for the interaction of hydrogen and oxygen).
People who tell us that water has ‘emergent’ properties - properties which are in principle not deducible from the most complete knowledge of a lower level - are ill-informed. Water molecules are not more than the sum of its parts.

Either they are ill-informed, or they are using a different definition of "emergent".

Have you seen Shalizi's thoughts (not sure I'll buy everything he says, but it looks like he's not ignorant)? http://vserver1.cscs.lsa.umich.edu/~crshalizi/notabene/emergent-properties.html
 
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  • #40
To make it VERY simple:
Suppose you have something you can call 2 points, A and B. In addition, you have a single RELATION that can be made between them, we call that a STRAIGHT LINE.

Now, add one more point to your system, which is now A, B, C.

The particular configuration we call a TRIANGLE is an emergent property in the three-point system, it is IMPOSSIBLE in the two-point system to create it.

But:
Even though the triangle is a totally new phenomenon for our new system, it is STILL in accordance with the basic laws of interaction governing the two-point system.

Huge collections of basic interactions bring about possibilities that cannot exist in smaller collections of basic interactions. Because those possibilities simply require for their existence a sufficiently huge number..
 
  • #41
Atyy,
your link to Cosma Rohilla Shalizi's website is a great find. Prof Shalizi goes to the heart of the issue.
"An emergent is a higher-level property, which cannot be deduced from or explained by the properties of the lower-level entities." This is almost troubling. The key is in "properties." Reductionists --- sane ones, anyhow --- don't deny that things interact; we spend a great deal of time worrying about those interactions. If by "properties" is meant just properties in the logical sense, then of course there are emergents, but so what? In this sense, pressure and volume are emergents.

On the other hand, if we are allowed both our properties and our relations, then "emergence" is a notion with teeth. The existence of any emergent properties, in this strong sense, would mean that universal reductionism is false. (Though it might be true locally, or for all other properties, or still be the most useful means of guiding inquiry, etc.) But, as above, I don't see how "X is an emergent property (strong sense)" could be established. At best we could say "X may be an emergent, since we have been unable to deduce it from the lower-level properties {Y}."

Does anyone know of any good candidates for this kind of emergent?
 
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  • #42
Arildno,

To make it VERY simple:
I love very simple. Thank you, I enjoyed your very clear reasoning. It is in accordance with what philosopher Chalmers wrote:
One sometimes hears it suggested that emergence is the existence of properties of a system that are not possessed by any of its parts. However, this phenomenon is too ubiquitous for our purposes. Under this definition, file cabinets and decks of cards, and even XOR gates, have many ‘emergent’ properties. So this surely not what theorists generally mean by ‘emergence’.
 
  • #43
Well, whatever this or that philosopher means,..
a) I can't see why a property of "wetness" couldn't be just the type of emergent phenomenon I talk about, rather than this mysterious ontological feature he wishes it to be
b) Such "trivial" emergences I talk about are quite self-evidently extremely difficult to deduce at the outset, just given a bundle of basic laws of interactions to play around with.
c) I see absolutely ZERO advantage of the philophical ontological viewpoint, not the least because it seems impossible to derive any sort of predictions that could distinguish itself from the viewpoint I have.
d) It seems a lot more advantageous to establish basic laws of interactions, and then we see how far we can get with them. If we end up in a dead-end, one might look upon the issue once again.
 
  • #44
From talking to you physicists I have come to the conclusion that emergent properties, in the strong sense (see OP and Shalizi’s quote in post #41), is not considered a meaningful or even truthful concept. This is what I expected and hoped for.

Off topic: This subject relates to the thesis of emergentism in philosophy of mind. The emergentist reasons like this: "emergent properties (in the strong sense) are ubiquitous in physics, take for instance the emergent properties of water. Now after establishing the reality of in principle unexplainable emergent properties, I've cleared the road for the core idea of emergentism: consciousness is an emergent property of the brain."
 
  • #45
I often find that it is people like historians and philosophers who are most eager to use words such as "unexplainable" rather than "unexplained", rather than physicists.
 
  • #46
"explained" is a pretty loaded term anyway. We can't "explain" gravity in a complete way either. We can model and predict the actions of gravity... but we can do that with the mind too.
 
  • #47
Hi Diderot. You might want to look into separability first. Healey is well known for his work on separability and especially for the nonseparability of quantum mechanics.
It has sometimes been suggested that quantum phenomena exhibit a characteristic holism or nonseparability, and that this distinguishes quantum from classical physics.

...

Classical physics presents no definitive examples of either physical property holism or nonseparability. As section 6 explained, almost any instance of physical property holism would demonstrate nonseparability.
Ref: http://plato.stanford.edu/entries/physics-holism/

I think you need to grasp the concepts of separability and nonseparability first, then look at definitions of emergence. It's always best to go directly to the source. There are various types of emergence including "weak emergence" and "strong emergence" as defined for example by Bedau and Emmeche.

Weak emergence is applicable to "connectionist modelling, non-linear dynamics" and other classical mechanical phenomena as Bedau points out. I think separable systems best characterize weak emergence. Note that Beau talks about microstates of a system result from microstates of nearby parts of the system at preceding times, such that the microdynamic is local. He uses as an example, the game of life which is a game that has local rules governing the evolution of the system. So generally, I’d say weak emergence best fits separable systems or phenomena that can be described using classical mechanics. Strong emergence on the other hand, requires something other than local interactions. It requires a system as a whole be able to causally influence or over-ride local interactions within the system. This influence is also called "downward causation" as described by Emmeche for example. So strong emergence is an example of a type of holistic behavior in the way Healey defines “holistic”. Strong emergence requires a nonseparable system so phenomena produced by quantum mechanical interactions might exhibit strong emergence in some form.

I think a better way of thinking about nonseparable ‘emergent’ properties however, is given by Humphreys, "How Properties Emerge" who talks about there being a fusion of properties, and I think that gets to the point of water having new properties when hydrogen and oxygen combine. See also Kronz, "Emergence and Quantum Mechanics". In order for water to exhibit new properties, it has to be nonseparable so those properties have to come out of quantum mechanical interactions.

Regarding p-consciousness, that’s something beyond what PF wants to discuss here. These concepts are applicable to p-consciousness but that topic ignites too many flame wars.
 
  • #48
Q_Guest:
Are any of these people you refer to practising physicists, to be deemed competent at discussing matters physical?
I looked at Kronz' educational background; he had just a few credit hours in maths&physics within his philosophical education from the early 1980s.
Similarly, this Humphreys seems to have a B.A in "maths and physics" back from 1971.
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To be blunt:
I do not see, at the outset, that these guys really have much relevant to contribute to the developing understanding of physics. In contrast to physicists.
 
  • #49
Arildno,
I often find that it is people like historians and philosophers who are most eager to use words such as "unexplainable" rather than "unexplained", rather than physicists.
It should be no surprise to anyone that physicists object to a concept of a universe which is inhabited by in principle unexplainable emergent properties. Obviously they don't want the universe to be like that; 'emergent properties' - in this strong sense - goes against everything that physics and science in general stand for.
 
  • #50
"Don't want"? Are you implying that physicist's judge based on desire rather than observation?
 
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