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Knowledge is belief, you don't know anything, you believe it, people that believe in science and its explanations because it is more believable to them, there is more evidence.
(By Tom)
Henceforth, I am going to delete any of your posts that do not meet the level of quality specified in the Guidelines. Please see to it that your future posts meet them.
All members have the right to their own ideas, beliefs and faiths . Members have the right to express these on physics forums with equal respect and consideration.
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Can we take this one step at a time please?phoenixthoth said:I have a serious question from a seriously uneducated person. I freely admit that, btw.
Is it true that the laws of science (lets just take Physics to start because of its foundational nature) are universal?
I rather doubt that you'll find any serious scientist - or serious observer of science - who would claim that anything can be 'proved' in science. Indeed, outside of formal systems (such as math), does anyone claim that 'proof' is possible?How and when was this proved
If we take GR as an example, you can (in principle) 'verify' its predictions by a) repeating the experiments that have previously been done, b) devising new experiments and observations to test its predictions, and c) examining the theory for yourself (to verify its internal consistency, for example).and how can I independently verify this for myself because I do want to? (It was claimed that most scientific theories can be independently verified.)
Nereid said:Can we take this one step at a time please?
What is meant by the phrase 'laws of physics'? I'm personally more comfortable with theories ... which as you know come with 'domains of applicability'I rather doubt that you'll find any serious scientist - or serious observer of science - who would claim that anything can be 'proved' in science. Indeed, outside of formal systems (such as math), does anyone claim that 'proof' is possible?
I must have written this a dozen times now, but the best that I think we can do in science is something like this: "within its stated domain of applicability, is consistent with all the good observational and experimental results; continue to be capable of making specific, concrete, testable (in principle) predictions; should those predictions include new phenomena, so much the better."
If we take GR as an example, you can (in principle) 'verify' its predictions by a) repeating the experiments that have previously been done, b) devising new experiments and observations to test its predictions, and c) examining the theory for yourself (to verify its internal consistency, for example).
phoenixthoth said:Am I the only one who sees a blatant contradiction in the two rules?
Tom Mattson said:Quite possibly.
Think of the 'quality' guidelines as amendments to the 'freedom of speech' guidelines. This being a discussion forum, it only stands to reason that the manner in which one expresses one's thoughts should be constrained to that which leads to (you guessed it) discussion.
phoenixthoth said:By universal, I mean that for *any* mass *anywhere* *anytime*, m.
I also think, from an aesthetic point of view, that they should be. But they haven't been proven to be it seems.Russell E. Rierson said:It seems to me that the laws of physics SHOULD be universal. If there were different laws for different regions, or if there were regions of the universe where the laws did not hold then there would be different regions with incompatible laws, or regions where space-time breaks down - one example a "singularity". Of course, thankfully, the singularity is most likely hidden behind an event horizon, and thus the laws are still there for universal democracy![]()
phoenixthoth said:I also think, from an aesthetic point of view, that they should be. But they haven't been proven to be it seems.
Glad I could be of assistance.phoenixthoth said:You interpreted my statement how I intended you to. I shall now call them the theories of thermodynamics and Newtons theories and the inverse square theory and the theory of gravity. I said I was uneducated!
OK, I've thought about this for a day or so ... and I have no idea how to answer!Ok so nothing can be proved in science. Do you believe any theory? I know a scientist is supposed to doubt science; indeed, expect it to be wrong (which seems absurd to me but that's just my HO)... But is there any theory you do believe? GR, perhaps? Or Maxwell's equations? How about F=ma (which is not just a definition)? Do you believe that?

What do you call it when you lkihsfa something you cannot prove? You see my problem? I have no good idea what lkihsfa means!And, if you do, withstanding the fact that nothing in science can be proved, what do you call it when you believe something you cannot prove?
Let's keep this on hold until we bottom out 'belief', OK?If you don't believe anything in science (which I doubt), then why study it? It works! Oh, of course, that tired old cop out answer. Well that's just not rigourous enough for my taste. I am like Berkeley attacking Newton. Calculus works, so why the need for limits? To be more rigorous. By the way, of course Berkeley was only half right because Abraham Robinson, and others, proved that infinitesimals can exist as Newton used them. So Newton was right, in a sense. And I bet science is indeed universal, that it is 'right' like Newton, but it is like Calculus was in the 1600's: not rigorous. Maybe in 400 years it will be, especially if we, as Hilbert suggested 100 years ago, axiomatize physics (see! maybe you folks already have and I'm unaware?).
It may very well be a nascent statement of what I believe? Perhaps from this we can work our way towards a common understanding of what seems to be the key to your ideas?What does this have to do with my questions in the last post?I must have written this a dozen times now, but the best that I think we can do in science is something like this: "within its stated domain of applicability, is consistent with all the good observational and experimental results; continue to be capable of making specific, concrete, testable (in principle) predictions; should those predictions include new phenomena, so much the better."
Ah, now we're getting somewhere! It seems to me that this boils down to 'what is the nature of mathematics?' or 'does any formal system of logic have a 'real' existence?' or 'in what way is math different from an engrossing novel about fairies, dragons, unicorns, angels, and Luke Skywalker?'Let's boil this down further; I'll make an analogy between GR and the statement 1+1=2. 1+1=2 is a universal statement. It states that *any* time you add one object to one object you *always* get 2 objects. What I mean by "universal" is implied by what's in the asterisks. In math, this is proved not by observation (for it cannot, which is my point), but by logic.
At one level, it cannot be 'universal', for GR comes with a 'domain of applicability', and that is considerably less than 'universal'! At another, it's only an equation, so it's just as 'universal' as '1+1=2' At a third level, GR is a pretty good theory (see above), so the field equations are darn useful (however, if Andrew M or phy_pmb tomorrow comes up with a different way of expressing the core ideas in GR, using a much more usable approach than tensors etc, phoenixthoth may well ask which set of math descriptions of GR is universal).So let's take Einstein's field equations from GR. Better, E=mc^2. This is an example of what I called (erroneously) a law. Is this equation universal? If so, how is that known?
In one sense the answer clearly must be 'no, it can't possibly be universal', because the terms 'any-where-time' and 'mass' are just as much theoretical constructs as the field equations of GR, so either you have to be sure that those terms are being used in a manner consistent with GR, or the statement is meaningless (to see this, compare it with "by universal, I mean that for *any* purple *any-why* *any-anger*").By universal, I mean that for *any* mass *anywhere* *anytime*, m.
Worse (or better, depends on your POV), science CAN NOT be 'proven to be universal'And therefore, I think that even though you avoided answering my question with a yes or no, you'd have to say that science has not been proven to be universal. Domains of applicability, etc.
Well, I think we'll have to leave discussion on this until later ...Ok.
Now that we've established that science is not universal, go back to an earlier paragraph:
If science is not universal, then why study it? It works! Oh, of course, that tired old cop out answer. Well that's just not rigourous enough for my taste. I am like Berkeley attacking Newton. Calculus works, so why the need for limits? To be more rigorous. By the way, of course Berkeley was only half right because Abraham Robinson, and others, proved that infinitesimals can exist as Newton used them. So Newton was right, in a sense. And I bet science is indeed universal, that it is 'right' like Newton, but it is like Calculus was in the 1600's: not rigorous. Maybe in 400 years it will be, especially if we, as Hilbert suggested 100 years ago, axiomatize physics.
Russell E. Rierson said:You are a mathematician to the bitter end, eh phoenix?
String theory looks very promising and it is very elegant, mathematically. It is still not accepted as a true theory of science due to the fact that it is extremely difficult to verify experimentally - from what I have read about it, of course![]()
According to Max Tegmark's level 4 multiverse, mathematical existence equals physical existence, where mathematical existence is defined such, that a proposition and its negation cannot both be proved true.
At one level, I could say that I'm not aware of 'believing' (or 'not believing') anything ... that goes to my 'thinking'
At another level, I could say that my behaviour (which is all anyone can tell about me ... or do you have a contrary view?) is consistent with certain 'beliefs' (such as that my PC will likely work tomorrow, that I will be able to log into PF and post replies to phoenixthoth, etc).
At a third level, I could observe that other people make statements (such as 'I believe in the one true god' or 'I believe in the ONE TRUE GOD' or 'I do believe I have the 'flu') which contain the word 'believe', and from these try to infer what they mean (in the first two cases, I have no idea whatsoever - it's been a puzzle for me for the longest time).
So I'm going to have to say I'm stumped, and can you please tell me more about what this 'belief' thing is? Let's start with how you intend it to mean, in the above statement of yours.
Though I don't know if it is typical usage (it appears some people are using it in this thread), I tend to consider "The Laws of Physics" to be the actual, absolute, True laws that govern the way our universe works. Our scientific theories are our attempt to figure out these laws, and the usual scientific caveat applies: even if we find The Laws of Physics, we can never really be sure we have them - unless, of course, we find them on sandstone tablets near a burning bush!Nereid said:What is meant by the phrase 'laws of physics'? I'm personally more comfortable with theories ... which as you know come with 'domains of applicability'
russ_watters said:If I may jump in for a sec: Though I don't know if it is typical usage (it appears some people are using it in this thread), I tend to consider "The Laws of Physics" to be the actual, absolute, True laws that govern the way our universe works. Our scientific theories are our attempt to figure out these laws, and the usual scientific caveat applies: even if we find The Laws of Physics, we can never really be sure we have them - unless, of course, we find them on sandstone tablets near a burning bush!
This, of course, leads to confusion and discomfort when talking about Newton's Laws, for example - which are not part of that set of "The Laws of Physics."
Have you seen the Faith in Religion vs. Faith in Science thread?phoenixthoth said:I'm curious to know (maybe I should start a thread in the Philosophy of Science) how many scientists think the "laws"/Laws of Physics are indeed universal and how many of those have a justification for this, if not a proof, and how many have faith in it.
I think it would be best to define "faith" as "belief without justification" and then admit various types or levels of justification (to go along with the definition of knowledge as true, justified belief). This would also fit with the deduction v. induction distinction and allow you to deal with justification in terms of probability. That is, it would introduce the already developed knowledge and power of math and logic into the discussion.From what I've read, no one is suggesting that the faith that is involved in science is blind faith. I, for one, view the faith involved in science to be quite reasonable (if there is such a thing as reasonable faith) and certainly not blind faith.
phoenixthoth said:We might as well also ask what 'faith' is.
Russell E. Rierson said:Religious faith appears to be mostly based on the unobserved.
Scientific faith appears to be based on redundancy, in that the measurements, observations & experiments can be repeated over and over.
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phoenixthoth said:The religionist who has observed something religious, eg God, over and over is then placing the second kind of faith in that something.
I'm a non-scientist and I don't have a particle detector in my backyard. Why should I put any stock in QM? (If your answer is to suggest that QM was necessary for computers and such, I'd like you to make a case for that because I don't believe it.)Russell E. Rierson said:The religionist did not observe a natural phenomena, otherwise the non-religionist could also observe it. It was a subjective experience FOR the religionist, which would not survive scrutiny of the scientific method.![]()
phoenixthoth said:I'm a non-scientist and I don't have a particle detector in my backyard. Why should I put any stock in QM?
If something cannot be proven, it will never be the case that it has been proven, right? So can you just say "faith is belief in something that has not been proven"? (I see the distinction you're making, but I think it is implied in the shorter definition.)phoenixthoth said:I however, define faith as belief in something that cannot or has not been proved.
Sounds great. You either believe or you don't believe something. So "not believing" must include assuming, being undecided, etc.I define belief as mental acceptance of and conviction in the truth, actuality, or validity of something.
Possibly, but only by your definition- because you have eliminated certain kinds of justification. People have different standards of proof, definitions of justification, whatever you want to call it. Your big bang thread is a great example of those differences.And since no science theory can be proved, though there is material evidence for it, a scientist who believes a theory is placing faith in it.
I see what you mean. Yes, that is a more elegant way to state it: faith is belief in something that has not been proven, as you indicated.honestrosewater said:If something cannot be proven, it will never be the case that it has been proven, right? So can you just say "faith is belief in something that has not been proven"? (I see the distinction you're making, but I think it is implied in the shorter definition.)
Right. There are different notions of what constitutes a proof. You forgot proof by self-evidence although that may fall under 'common sense.' So you don't, then, think faith is involved except when you have no reason at all (I don't know or just because) to believe? Faith is when you believe something for which you have no reason to believe it? Do I have your definition right, before I continue?I'm not sure what you mean by "proof", but, at least as far as I'm concerned, it would fall under "justification". That is, formal deductive proof, formal inductive proof (or argument), common sense, subjective evidence, objective evidence, material/physical evidence, intuition, direct observation, divine revelation, a sixth sense, "feeling lucky"- basically any reason other than "I don't know" or "just because" that one could give for believing something- could all be considered justification, for starters.
The debate begins, and people part ways, in clarifying and eliminating some kinds of justification. It sounds like you want to eliminate everything but formal deductive proof. Right?Want to? No. Feel mathematically obliged to? Yes. I'd love it if all of the above really did constitute proof but they don't, IE, not all of the above are deduction.
Assuming would seem to me to be a mental acceptance of the validity of something and therefore belief. Maybe this seems different to you? Any time you don't accept the validity of something, you don't believe in it; so, being undecided is not believing, yes.Sounds great. You either believe or you don't believe something. So "not believing" must include assuming, being undecided, etc.
I think this is a wonderful observation.Possibly, but only by your definition- because you have eliminated certain kinds of justification. People have different standards of proof, definitions of justification, whatever you want to call it.
I think it can be purified somewhat in the context of language theory and metaphor theory. One would model the situation as the math being a metaphor for the observed. The idendification between the formal system and the interpretation is a map/function with domain and range. You could look at it that way.I said possibly, because I'm a bit confused about what constitutes a physical theory. It seems there are two parts: 1) the formal system and 2) the interpretation. The interpretation would be what establishes meaning or the relevance between the math and observations. I'm a bit confused about the nature of the interpretation and if it's just another pure abstraction and if it can be "purified", so to speak.![]()
I was just giving the broadest definition of justification. You can certainly narrow your definition as much as you want to. Personally, I'm not sure what I consider justification. Direct observation (as in my own personal subjective experience of something) and logical consistency, perhaps.phoenixthoth said:So you don't, then, think faith is involved except when you have no reason at all (I don't know or just because) to believe? Faith is when you believe something for which you have no reason to believe it? Do I have your definition right, before I continue?
The difference I would draw between assumption and belief concerns truth. I'm not sure exactly how I would phrase the definitions, but postulates, axioms, hypotheses, premises, etc. would all be assumptions until they are believed to be true. It would be a matter of certainty and context, I suppose. There is some subtlety I can't put my finger on. For instance, do you believe Modus Ponens is true? I'm not yet sure how that makes sense.Assuming would seem to me to be a mental acceptance of the validity of something and therefore belief. Maybe this seems different to you?
Thanks, I'll look into that.I think it can be purified somewhat in the context of language theory and metaphor theory. One would model the situation as the math being a metaphor for the observed. The idendification between the formal system and the interpretation is a map/function with domain and range. You could look at it that way.
