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Something I've never understood and would greatly appreciate understanding: could someone ELI"5" how the concept of "parallel universes" will not always be a me
by epaga 9y ago
Something I've never understood and would greatly appreciate understanding: could someone ELI"5" how the concept of "parallel universes" will not always be a metaphysical instead of a scientific question?
If there are truly separate "universes", then by definition wouldn't it be the case that there would be no way to test (or falsify) whether they exist or not, so would the question of their existence not be in the realm of philosophy and metaphysics rather than the sciences? What am I missing (I assume it has to do with my understanding of the word "universe")?
- amelius 9y agoI guess that if we can interact with (measure) a separate universe, then we should adjust our definition of "universe".
- cperciva 9y agoWhat if you can observe past interactions with it, but it is no longer possible to interact with it? Would you say it's still part of "our universe"?
- adrianN 9y agoI'm no physicist, but my impression is that the observable universe is already smaller than the universe.
- fooker 9y agoWell, due to the universe being ~13 billion years old, there is no way to observe(/interact with) entities that are more that 13 billion light years away at present. That does not put these things in a different universe.
- maxerickson 9y agoWho cares. If you had clear proof of the existence it would be useful to describe it. People would argue about the words used and it wouldn't really matter. Pluto didn't get any smaller when they decided it wasn't a planet anymore.
- rytill 9y agoWhat’s the latency?
- usrusr 9y agoThe definition of "separate" would be in similar trouble.
- hnarn 9y ago>If there are truly separate "universes", then by definition wouldn't it be the case that there would be no way to test (or falsify) whether they exist or not This literally contradicts what the first paragraph of the article. It says that this paper "lays the theoretical groundwork for discovering a parallel universe". If you've discovered it, you've tested and proved that it exists. Furthermore, the article states that it's a "mathematical paper which seeks proof of the 'multiverse' theory". Assume for a second that there is mathematical proof of the multiverse theory. In order to disprove this, you now need to disprove the math.
- ajuc 9y agoThere cannot be a mathematical proof of a physical fact. You can have infinite number of theories that are all mathematically correct, yet contradict each other. You need data from experiments to falsify the wrong ones. And I think that's why the article means - paper shows what experiment needs to be done to falsify some theories that assume multiverse.
- adrianN 9y agoTechnically you might be able to do a proof by exclusion if you can show that only one of all the possible theories is sound and consistent.
- wallace_f 9y agoI can personally assure you that String Theory is mathematically robust, and the only sound and consistent TOE; and as all other TOEs are excluded, therefore String Theory must be, and just has, been proven.
- deleted 9y ago[deleted]
- nahumfarchi 9y agoIsn't it the other way around? You start out with assumptions and a model (which usually involves some math), and then you show that you've made the correct assumptions by empirically testing it. You can't prove something in the mathematical sense about physical reality.
- gizmo686 9y agoAt this point, if we discovered something resembling the current conceptions of parallel universe, we would probably just re-define "universe" to refer to what we traditionally think of as a universe. In much the same way that we do not have any problem with talking about sub-atomic particles; even though that is sub-atomic is a concept that does not make any sense. In this case, from the article, it sounds like there is only a very weak interaction. In fact, since it is only "evidence" left behind in background radiation, it is possible that there is no ongoing interaction, but rather some remaining artifact from when the universes did interact.
- ccozan 9y agoFor now, we can define the current Univers as a set of universal constants that rule it. Other constants would actually lead to a different universe. Now, if we strech our imagination, let's have an "space" (meta universe ) where universes are just regions where this contants are active, and there is a slow transision from one "unverse" region to the other. Much like arctic reagion vs. tropical. However, this transision is unlike anything, could be a spacetime/quantum level/?? transition. At this moment, this transition is not measurable.
- jovial_cavalier 9y ago>even though that is sub-atomic is a concept that does not make any sense. Can you please explain this? How is sub-atomic nonsensical? It just means "constituent particles of an atom."
- nfg 9y ago“Atom: late 15th century: from Old French atome, via Latin from Greek atomos ‘indivisible’, based on a- ‘not’ + temnein ‘to cut’.”
- nanofortnight 9y agoThat's exactly it. Atom comes from atomos, meaning indivisible; if you take the literal meaning, it has no constituent parts.
- Groxx 9y agoTo attempt to clarify the question: Are you saying "separate universes" would be part of the same "universe" if they could be interacted with (so interaction forms the "universe boundary")?
- epaga 9y agoPretty much, it's more that I'm saying that would have been my understanding of the word "universe" until now, but that may be actually an incorrect understanding of the word as Hawking means it.
- jfaucett 9y ago> If there are truly separate "universes", then by definition wouldn't it be the case that there would be no way to test (or falsify) whether they exist or not. Well, if the multiple universes theory provides falsifiable predictions about this universe and is the simplest explanatory model we have for this universe and said predictions / behavior, then the explanation would not be metaphysical at all. For example, if a multiple universe theory was a requisite basis to a universal theory of gravity and quantum mechanics then it would be perfectly within the realm of the physical sciences.
- kijin 9y agoI guess it depends on whether the "universes" are really separate as you say. If we could detect the existence of other universes, it would mean that there's some sort of relationship among universes. If we cannot detect them at all, either they don't exist or they're completely separate, and our inability to detect them won't tell us anything about which of the two scenarios is true. When we're talking about "parallel universes", of course the word "universe" no longer means the sum of everything that exists. It has to be redefined as a suitable subset of existence, perhaps similar to the way we've learned to distinguish the "observable universe" with the universe proper. How we ought to redefine it will depend on what we find out (or not) about parallel universes (or lack thereof) in the coming decades and centuries.
- vectorEQ 9y agoIf there are seperate planes of existens or universes, the properties thereof are unknown, and it can't be said if they would ever be observable or not untill someone finds out they are. (finding out they arent isn't possible, which up to now does make this very philosophical question i suppose)
- zombieprocesses 9y ago> Something I've never understood and would greatly appreciate understanding: could someone ELI"5" how the concept of "parallel universes" will not always be a metaphysical instead of a scientific question? At this point it's all theoretical based on our best mathematical modeling of the universe/physics. > If there are truly separate "universes", then by definition wouldn't it be the case that there would be no way to test (or falsify) whether they exist or not By definition? No. Extremely difficult and maybe impossible. Yes. Keep in mind that before powerful telescopes, the outer planets were "guessed" at by mathematical modeling. Astronomers mathematical calculations led them to believe that there should be planetary bodies like uranus and neptune out there. It took further advances in technology/physics to corroborate the mathematical calculations/model. The same thing for hereditary genetics and the proton/electron/etc. When the first theoretical/mathematical models were first made, we had no conceivable way of "seeing" a proton or DNA.
- Viliam1234 9y ago> If there are truly separate "universes", then by definition Sometimes words "truly" and "by definition" don't play nicely together, if the established definition happens to be built on mistaken assumptions. The "atoms" were named like that because they were thought to be elementary and indivisible. Later we learned better, but the name stuck; it would be confusing to try to change it now. Similarly, the "universe" was believed to be all there is. Maybe it is not. But we already have a thing which has this name, and it would be confusing to rename it, just because we found later that some other things exist too. The current definition, intuitively, is something like: If you can hypothetically fly there using a rocket (ignoring the light speed limit), it is a part of the universe. If there is no way to get there (even hypothetically ignoring the light speed limit), then it is not a part of the universe... and it is probably wrong to even say that it exists, because how could you know that? But this is based on an assumption that you can either travel somewhere (ignoring the light speed limit) or there is absolutely no way you could interact with it. And maybe that assumption is true. But maybe it is not... and in such case the reasoning above would fall apart. If there are, uhm, places you could interact with in certain ways, but not in other ways, would they "by definition" be in our universe or not? Well, the definition does not speak about such cases either way, because they were not assumed to exist. How could you possibly "interact with a place in certain ways, but not in other ways"? I can imagine a few ways, and the nature may still surprise us by doing something unexpected. Imagine that there are different "regions" such that certain kinds of particles can travel from one to another, but other kinds of particles can't. So for example, we could send there light, and with a bit of luck have some of that light reflected back, but we couldn't travel there. And if in certain direction does not happen to be anything that would reflect the light back from that specific direction, there is nothing we could do about it. Or imagine that different "regions" interact for certain amount of time, and then stop interacting. So while the parallel universe is connected, we can scientifically prove it, but after it disconnect, we cannot prove the existence of this specific parallel universe anymore. Or maybe the disconnection does not depend on time, but on the number of particles exchanged, so by the mere act of experimentally proving the existence of the parallel universe we are also pushing it away, irrevocably. I haven't read Hawking's paper, so I don't know if his idea is similar to any of this. It could be something completely different.
- Someone 9y agoYes, and that’s why such theories aren’t popular with theoretical physicists. If you can’t falsify a theory, it isn’t scientific. The other extreme end, where there is significant interaction between parallel universes isn’t popular, either, because we would have noticed such universes if that were the case. So, instead, theoretical physicists that think parallel universes may make sense look for mathematical models that either only have tiny interactions between those ‘separate’ universes or at least only have tiny interactions in the neighborhood (in time and space) where we live (the latter might even be a win; a theory that explains dark energy, dark matter or the Big Bang as detectable effects of paralllel universes would be a winner) In the end, however, it all boils down to educated guessing, with good theoretical physicists being better (or luckier; the difference can be hard to spot if you need only one or two bright ideas/lucky guesses to build a career) at guessing and at building mathematical structures with some desired set of properties.