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You might as well say that the Bohm interpretation is "like religion" then, rather than saying that the MWI is. I might except MWI clearly has more True Believ
by pfedor 14y ago
You might as well say that the Bohm interpretation is "like religion" then, rather than saying that the MWI is.
I might except MWI clearly has more True Believers.
If your assertion is that we might never know which is true
My assertion is that since all interpretations lead to the same exact predictions for every imaginable experiment, it doesn't make sense to say that in any meaningful way one interpretation is true and the others aren't. You might as well be arguing whether the electromagnetic field is weaved by tiny angels out of their hair or not.
The Copenhagen interpretation is the closest to "no interpretation" in that it's the most direct way of translating the math into actual predictions.
Quoting the guy who said you shouldn't multiply entities without necessity, to justify the introduction of infinitely many parallel worlds, is an interesting rhetorical maneuver.
- nessus42 14y ago> My assertion is that since all interpretations lead to the same exact predictions for every imaginable experiment This is not the case. Other than MWI and Bohm, the major interpretations (not including Copenhagen) make different predictions that are, in theory, distinguishable. It's just that it is completely infeasible to perform the experiments at this time. Maybe in 100 years or in 1,000 years, we'll have the technology to perform these experiments. When the time comes that we can perform these experiments, one of the possible outcomes is that we narrow it down to MWI/Bohm. Once that happens, however, we will have no way to scientifically determine which of the two is the correct interpretation, except to the degree that we trust our intuitions about Ockham's razor. But that is certainly not going to let us know the answer for sure. > The Copenhagen interpretation is the closest to "no interpretation" in that it's the most direct way of translating the math into actual predictions. If we ever want to actually do experiments to determine under precisely which situation the probability wave collapses, then we have to do better than the Copenhagen Interpretation, since it doesn't define what a "measurement" is. Without such a definition, there's no way to test whether it is correct or not. > Quoting the guy who said you shouldn't multiply entities without necessity, to justify the introduction of infinitely many parallel worlds, is an interesting rhetorical maneuver. It's not a "rhetorical maneuver". I'll just refer you to the Stanford Encyclopedia of Philosophy for more info: It seems that the majority of the opponents of the MWI reject it because, for them, introducing a very large number of worlds that we do not see is an extreme violation of Ockham's principle: "Entities are not to be multiplied beyond necessity". However, in judging physical theories one could reasonably argue that one should not multiply physical laws beyond necessity either (such a verion of Ockham's Razor has been applied in the past), and in this respect the MWI is the most economical theory. Indeed, it has all the laws of the standard quantum theory, but without the collapse postulate, the most problematic of physical laws. The MWI is also more economic than Bohmian mechanics which has in addition the ontology of the particle trajectories and the laws which give their evolution. Tipler 1986 (p. 208) has presented an effective analogy with the criticism of Copernican theory on the grounds of Ockham's razor.
- nessus42 14y agoI want to reiterate here that MWI is a much simpler theory than Bohm's, even if the consequences of MWI might seem more complicated. At times, there have been scientists who want to apply Occam's razor to the consequences, but most scientists these days would apply Occam's razor to the theory itself.
- pfedor 14y agoThis is not the case. Other than MWI and Bohm, the major interpretations (not including Copenhagen) make different predictions that are, in theory, distinguishable. It's just that it is completely infeasible to perform the experiments at this time. Maybe in 100 years or in 1,000 years, we'll have the technology to perform these experiments. So, what exactly are those experiments that allegedly could distinguish between interpretations?
- pfedor 14y agoAlso, this is a marvel of a sentence: "Other than MWI and Bohm, the major interpretations (not including Copenhagen)" "Other than Android and Windows Mobile, all major cell phone operating systems (not including iOS)" The long and short of it is, for purely philosophical reasons you don't like the notion of the state vector collapse. You freely admit that there is no way to experimentally distinguish between your favorite interpretation and the Copenhagen interpretation. You just declare that it's not even a contender, using arguments which have nothing to do even in principle with the outcome of any experiments. Saying that something is not precisely defined sounds to me totally like grasping at straws. Nothing's ever precisely defined in science, you could criticize any theory including Newton's mechanics by saying that it doesn't define precisely what a measurement is. Which never stopped anyone from measuring things and comparing the values they measured with what the theory predicted. You quote someone who made an analogy with Copernicus. The Copernican theory simplified the calculations right away, whereas with Quantum Mechanics, the calculations stay exactly the same no matter what story you feel like telling yourself so that you can take the outcome of these calculations and compare them with the real world. Let me make this clear that I'm not against MWI. I care about MWI exactly as much as about the Copenhagen interpretation (which is not very much.) I am however opposed to pretending that one of the two exactly equivalent ways of saying something is "more true" than another. Staying within Quantum Mechanics, there are two ways of writing the equations of motion: the Heisenberg picture and the Schroedinger picture. In the former the state vector is constant but the operators are a function of time, in the latter the operators are constant and the state vector evolves with time. The two formulations are equivalent, sometimes it is convenient use one or the other for a specific calculation and often you use a mix of both (so called interaction picture.) Nobody argues that say the Heisenberg picture is "really true" as opposed to the Schroedinger picture. If someone did, that would be inane, even if they invoked Copernicus and Occam (even though the analogy with Copernicus would be maybe better, since the calculations actually are different depending which picture you choose.)