What's the difference between causation and correlation?

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Satan phil
 
Reply Mon 29 Jun, 2009 11:36 am
@kennethamy,
kennethamy;73369 wrote:
If the cat leaves the mat, then it is not true that the cat is on the mat. You do not have to know that it is true, for a statement to be true; but a statement need be true for you to know it is true. So, whether or not you know something is true has nothing to do with whether the statement is, in fact true. You are confusing knowledge with truth. There were many truths we did not know but were true anyway (e.g. that there were electrons in the 15th century), and there are many truths now that we do not know are true. And, before there were any people on Earth who could know the truth. there were truths. For example, that there were stars in the sky. Again, knowledge implies truth, but truth does not imply knowledge.


I think you are confusing true propositions with facts. Before there were humans (presumably) there were no propositions so there could be no true propositions. There were facts. It was a fact that stars were in the sky. It was a fact that there were electrons. And so on...
 
Zetetic11235
 
Reply Mon 29 Jun, 2009 11:37 am
@Satan phil,
Satan;73106 wrote:

I'm worried because you are talking about science. The laws of nature are not the laws of science. Even if the laws of science will always be incomplete and inaccurate, that doesn't matter with the discussion of natural laws. You haven't really said anything that hits on the topic.

The question we're asking is, are the laws of nature descriptive or prescriptive? Here's our two options:

1. Is it a law of nature that nothing can accelerate faster than light because nothing accelerates faster than light?

2. Does nothing accelerate faster than light because it is a law of nature that nothing can accelerate faster than light?



I was not only talking about science, but also the fundamental regularities that make it possible(natural laws). Clearly these regularities have to be taken as descriptive because we have no way to show that they are anything more than that. It is not verifiable, it is not tautology, so it is not really sound thing to consider. The logical consequences of these accidental regularities, however, are necessary. So a macro level regularity should be described in terms of a more fundamental regularity, this avoids proviso, as the macro level regularity would simply be the logical consequence of fundamental regularities. Any regularity that necessarily follows from fundamental descriptive regularities would indeed be 'packaged' with such regularities, so the only important change that might occur is a change in a fundamental regularity, so that some section of the macro regularities become different in nature.
 
Satan phil
 
Reply Mon 29 Jun, 2009 11:48 am
@Zetetic11235,
Zetetic11235;73387 wrote:
The logical consequences of these accidental regularities, however, are necessary.


Can you give me an example?
 
Zetetic11235
 
Reply Mon 29 Jun, 2009 12:30 pm
@Satan phil,
I suppose I am talking more about science than about Natural Laws. I think that the only view that makes sense is Regularity. If there were indeed some Natural Laws in the Necessitarian sense, we could not verify them, and they would not be logically necessary, so they might as well not exist, as we cannot know if they exist. They are like any other unverifiable metaphysical entity.

I see that we did not ever disagree, but were talking about two different things. I don't know why you seemed to think I was disagreeing with you, since I was clearly talking about science the whole time up until you brought up the articles. Generally I agree with Ayer's way of dealing with metaphysical claims like 'There are fundamental Natural Laws that govern the universe' which is not very much different from 'There is a being that made the Natural Laws that dictate the universe'.
 
kennethamy
 
Reply Mon 29 Jun, 2009 01:46 pm
@Zetetic11235,
Zetetic11235;73394 wrote:
I suppose I am talking more about science than about Natural Laws. I think that the only view that makes sense is Regularity. If there were indeed some Natural Laws in the Necessitarian sense, we could not verify them, and they would not be logically necessary, so they might as well not exist, as we cannot know if they exist. They are like any other unverifiable metaphysical entity.

I see that we did not ever disagree, but were talking about two different things. I don't know why you seemed to think I was disagreeing with you, since I was clearly talking about science the whole time up until you brought up the articles. Generally I agree with Ayer's way of dealing with metaphysical claims like 'There are fundamental Natural Laws that govern the universe' which is not very much different from 'There is a being that made the Natural Laws that dictate the universe'.



Necessitarians do not say that Natural Laws are logically necessary, but physically necessary.
 
Zetherin
 
Reply Mon 29 Jun, 2009 02:19 pm
@Satan phil,
kennethamy wrote:
If the cat leaves the mat, then it is not true that the cat is on the mat. You do not have to know that it is true, for a statement to be true; but a statement need be true for you to know it is true. So, whether or not you know something is true has nothing to do with whether the statement is, in fact true. You are confusing knowledge with truth. There were many truths we did not know but were true anyway (e.g. that there were electrons in the 15th century), and there are many truths now that we do not know are true. And, before there were any people on Earth who could know the truth. there were truths. For example, that there were stars in the sky. Again, knowledge implies truth, but truth does not imply knowledge.


Electrons are not truth any more than the pieces of matter we define as stars, without us applying semantics. Without our observation and the application of semantic values, things just are. The cat on the mat can only be "true" or "false" within context, a context we define.
 
Zetetic11235
 
Reply Mon 29 Jun, 2009 02:46 pm
@kennethamy,
kennethamy;73404 wrote:
Necessitarians do not say that Natural Laws are logically necessary, but physically necessary.


I understand that logical necessity isn't appealed to, but what does 'physically necessary' even mean? Why is a law 'physically necessary' rather than just happening to be the case? What real difference does it make if they aren't physically necessary?
 
Satan phil
 
Reply Mon 29 Jun, 2009 02:59 pm
@Zetetic11235,
Zetetic11235;73420 wrote:
I understand that logical necessity isn't appealed to, but what does 'physically necessary' even mean? Why is a law 'physically necessary' rather than just happening to be the case? What real difference does it make if they aren't physically necessary?


Read sections 4a, 4b and 4c of Laws of Nature [Internet Encyclopedia of Philosophy] and I think that will give you a brief overview of the objections to giving up the ideas of physical necessity and physical impossibility.
 
kennethamy
 
Reply Mon 29 Jun, 2009 03:18 pm
@Zetetic11235,
Zetetic11235;73420 wrote:
I understand that logical necessity isn't appealed to, but what does 'physically necessary' even mean? Why is a law 'physically necessary' rather than just happening to be the case? What real difference does it make if they aren't physically necessary?



Do you believe that it just happens to be true that when we lower the temperature of water to 0 degrees C, that the water freezes? Don't we know why it freezes? I do. It has to do with what happens to molecules that constitute water.We know that if some substance, say oil, were composed of water molecules, then that substance would freeze, don't we. So it is not an accident that water freezes.
 
ACB
 
Reply Mon 29 Jun, 2009 04:59 pm
@kennethamy,
kennethamy;73425 wrote:
Do you believe that it just happens to be true that when we lower the temperature of water to 0 degrees C, that the water freezes? Don't we know why it freezes? I do. It has to do with what happens to molecules that constitute water.We know that if some substance, say oil, were composed of water molecules, then that substance would freeze, don't we. So it is not an accident that water freezes.
not accidental - we can be sure it will always happen, so long as the laws of nature remain the same.

Of course, we still have to assume pragmatically that the basic laws of nature are not about to change, i.e. we still have to assume some unexplained regularities. But if these are confined to basic laws, they will presumably be relatively few in number. This at least seems an improvement on the idea (which was bothering me earlier) that every individual regularity in the universe is due to chance, which would be fantastically unlikely.
 
Satan phil
 
Reply Mon 29 Jun, 2009 06:34 pm
@ACB,
ACB;73456 wrote:
not accidental - we can be sure it will always happen, so long as the laws of nature remain the same.

Of course, we still have to assume pragmatically that the basic laws of nature are not about to change, i.e. we still have to assume some unexplained regularities. But if these are confined to basic laws, they will presumably be relatively few in number. This at least seems an improvement on the idea (which was bothering me earlier) that every individual regularity in the universe is due to chance, which would be fantastically unlikely.


I don't understand how it follows logically. That's one of the Hume's points, that nothing in the world could logically necessitate anything else. That was the entire point of bringing up causal or physical necessity.
 
Zetherin
 
Reply Mon 29 Jun, 2009 06:39 pm
@Satan phil,
Satan;73482 wrote:
I don't understand how it follows logically. That's one of the Hume's points, that nothing in the world could logically necessitate anything else. That was the entire point of bringing up causal or physical necessity.


Satan, are you saying that the causality postulation is not logical?
 
Satan phil
 
Reply Mon 29 Jun, 2009 07:02 pm
@Zetherin,
Zetherin;73483 wrote:
Satan, are you saying that the causality postulation is not logical?


No, I'm saying that logically necessary propositions are true by definition. So, I don't see how anything about the world is logically necessary based on a regularity.

Can anyone give me an example of how anything is logically necessary in the way that "all bachelors are unmarried men" is?
 
Aedes
 
Reply Mon 29 Jun, 2009 07:08 pm
@Satan phil,
Satan;73264 wrote:
Of course it's true. It's not false. There's no other option.
That's because you've defined its components as such. It's not true because it's some inherent truth in the world.

I've just invented a number system. The first number is ^. There is another number, ~, and ~ happens to represent twice the value of ^. There is no "plus" sign, but in my number system "&" is the symbol used to designate an arithmetic combination and # is a statement of equivalence.

Therefore, the statement ^ & ^ # ~ is a true statement. There's no other option. This statement is just as informative about the world as the statement "2+2=4"
 
Satan phil
 
Reply Mon 29 Jun, 2009 07:14 pm
@Aedes,
Aedes;73492 wrote:
That's because you've defined its components as such. It's not true because it's some inherent truth in the world.

I've just invented a number system. The first number is ^. There is another number, ~, and ~ happens to represent twice the value of ^. There is no "plus" sign, but in my number system "&" is the symbol used to designate an arithmetic combination and # is a statement of equivalence.

Therefore, the statement ^ & ^ # ~ is a true statement. There's no other option. This statement is just as informative about the world as the statement "2+2=4"


I agree with all of this.
 
Aedes
 
Reply Mon 29 Jun, 2009 07:22 pm
@Satan phil,
Ok -- but what is the value of a truth judgement if it can only be applied to something of our own invention?
 
Zetherin
 
Reply Mon 29 Jun, 2009 07:53 pm
@Satan phil,
Aedes wrote:
Ok -- but what is the value of a truth judgement if it can only be applied to something of our own invention?


That's pretty much what we're getting at.

Satan wrote:
Can anyone give me an example of how anything is logically necessary in the way that "all bachelors are unmarried men" is?


You're asking for us to provide an example of how something is logically necessary without using a fixed logical system? Something can only be logically necessary in a logical system. Without assigning semantic values, things just are. The question doesn't really make any sense.

---------- Post added at 10:11 PM ---------- Previous post was at 09:53 PM ----------

And, Aedes, this is what I don't think exists:

Aedes wrote:
some inherent truth in the world.


Though we'd like to think that "truth" transcends logical systems, we're just playing with words here. There's no such thing as an "absolute truth" or "inherent truth". For some reason we enjoy contrasting the truths we obtain through logical systems with some other kind of elusive 'truth' that is supposed to be "objective" in some way. This is a grave misconception, I think.
 
Satan phil
 
Reply Mon 29 Jun, 2009 08:15 pm
@Zetherin,
Aedes;73497 wrote:
Ok -- but what is the value of a truth judgement if it can only be applied to something of our own invention?


Deductive reasoning doesn't produce new "truths" about the world. It merely preserves the truth of the original premise and makes explicit that which was once only implicit. For example, it's already implied that bachelors are unmarried men so by saying "all bachelors are unmarried men" we are just making that explicit. That's still quite valuable when applied to less mundane ideas.

Zetherin;73501 wrote:
You're asking for us to provide an example of how something is logically necessary without using a fixed logical system? Something can only be logically necessary in a logical system. Without assigning semantic values, things just are. The question doesn't really make any sense.


Well, the question is simply asking to explain what was claimed earlier viz. that some regularities (like water freezing) are logical consequences of other more fundamental regularities. What regularity makes it logically impossible for water not to freeze?

Zetherin;73501 wrote:
There's no such thing as an "absolute truth" or "inherent truth". For some reason we enjoy contrasting the truths we obtain through logical systems with some other kind of elusive truth that is supposed to be "objective" in some way.


That's why I like to mark the distinction between facts, which are objective and preexist human thought, and true propositions, which do not.
 
Aedes
 
Reply Mon 29 Jun, 2009 08:20 pm
@Satan phil,
Truth can have several meanings, though. Truth can be what we discover to be true, rather than what we a priori design to be a true statement. If you dispute that, take note that at least in colloquial speech that is probably the most common use of the idea "truth". The idea that all humans are mortal is only deduced (and predicted based on past experience) but this is how the idea of "truth" is conceived for most people. Are they wrong?
 
Zetherin
 
Reply Mon 29 Jun, 2009 08:27 pm
@Satan phil,
Satan wrote:
What regularity makes it logically impossible for water not to freeze?


Are you asking for a scientific explanation? I'm sure someone here can present to you a detailed scientific syllogism regarding the necessity of water freezing. But I'm not so sure that is what you desire, is it?

Aedes wrote:
Truth can have several meanings, though. Truth can be what we discover to be true, rather than what we a priori design to be a true statement. If you dispute that, take note that at least in colloquial speech that is probably the most common use of the idea "truth". The idea that all humans are mortal is only deduced (and predicted based on past experience) but this is how the idea of "truth" is conceived for most people. Are they wrong?


No, it's perfectly acceptable to use that notion of "truth", you're right. I was merely pointing out that this "absolutism" applied to the nature of some notions of "truth" is a misconception.
 
 

 
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