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Noted.I’m not sure I would use the word ”unbounded” with the meaning ”without a boundary”.
Noted.I’m not sure I would use the word ”unbounded” with the meaning ”without a boundary”.
Getting back to the original question.Summary:: Big Bangs Theories
Big Bang singularity can never be solved, so
Could the "big bang" have been an event where a large sum of highly-dense dark energy converted into mass, and in doing the result is like a nuclear explosion?
Could the "big bang" just have been a large sum of matter where the core becomes super dense and at the same time the core surrounded by lots and lots of other matter which is less dense, but then the core gets super small and dense, not a singularity, and then pops pushing everything outward?
One of the TV shows mentions early universe as creating the 1st elements H, He, and Li. Why Li ?
Sorry, I'm not quite sure what you're asking. Can you elaborate?What about the fact that the top quark was found, despite its rareness (rarety/rarity), due to it being anticipated, due to its corresponding to a member of the SU(3) (super-unary, non-commutative (non-Abelian)) homology group?
I fail to see the connection between this and the rest of the thread as well. Did you accidentally post in this thread rather than another one discussing a question where this observation is more pertinent?What about the fact that the top quark was found, despite its rareness (rarety/rarity), due to it being anticipated, due to its corresponding to a member of the SU(3) (super-unary, non-commutative (non-Abelian)) homology group?
I intended that question to be in response to @ohwilleke's post (#37 in this thread) ##-## but more generally, for any reader, what, in your view, might be an implication of a mathematical model being useable for prediction of the existence of a previously undetected physical reality?Sorry, I'm not quite sure what you're asking. Can you elaborate?
Again I'm not quite sure what you're asking, and what does this have to do with the thread topic?for any reader, what, in your view, might be an implication of a mathematical model being useable for prediction of the existence of a previously undetected physical reality?
I think that it's remarkable that a mathematical model was successfully used to fill out the quark chart, and I think that the quantum chromodynamic quark model of hadron composition is germane to your remark in post #37 that "We don't really know how matter was created." I agree that we don't really know exactly how matter was created, but we know a lot more about that than we did before we sought the lighter hadrons due to what the mathematical model SU(3) suggested.I fail to see the connection between this and the rest of the thread as well. Did you accidentally post in this thread rather than another one discussing a question where this observation is more pertinent?
Are you simply trying to point out that if you have a theory that tells you where to look it is much easier to find the evidence you need to prove that theory?
Just a quicky.Noted.
Quite possibly, yes. For example, if the universe is finite and unbounded with positive curvature the it would be like moving across the surface of a sphere where you could travel in one direction and eventually come back around on your original starting point.If it is finite and I could fast enough but also unbounded does this mean at some point I would come back on myself? If I could travel fast enough and long enough?
The leaning is towards infinite as far as I know."According the current Cosmology our Universe is finite and unbounded, even if it is expanding. The visual analogy that is given to explain this is an expanding sphere where the galaxies are dots on it's surface."
I thought the leaning was towards infinite spatially but not temporally (from a pf thread, sorry not sure which, before xmas )
That's the meaning I was intending, but @Orodruin says that's an incorrect use of technical language and we should say "without boundary" instead.Unbounded means I am not going to encounter an edge, so the surface of a sphere I will never meet an edge, I just keep walking round the surface.
In a closed universe, yes. I believe you'd need to exceed the speed of light to do it, though.If it is finite and I could fast enough but also unbounded does this mean at some point I would come back on myself? If I could travel fast enough and long enough?
It can't be distinguished from flat (i.e. spatially infinite and temporally infinite in the future), but it's not certain. What "current cosmology" thinks probably depends who you talk to...I thought the leaning was towards infinite spatially but not temporally (from a pf thread, sorry not sure which, before xmas )
I wasn't trying to give you suggestions for filling your library shelves; I was giving you a reference for reading material for a topic in which you seemed to be interested; please understand it as intended ##-## that book explains a lot about the formation of matter, but the topic isn't especially simple.Thanks. I have enough books.
There isn't "nothing" in the oven; there are quantum fields. And to raise the temperature, you need to add energy, and that energy has to come from somewhere. So you aren't bringing matter into existence out of nothing. All you're doing is adding energy to quantum fields to take them from their vacuum state, with no particles present, to higher energy states that have particles present.I was particularly taken with the idea that if you imagine a magic oven that doesn't melt, and there is nothing* in that oven and all you do is keep upping the temperature, then eventually matter will burst into existence.
Even if our universe is spatially finite (which is still a possibility allowed by the data although it is currently considered unlikely), there would not be anything outside it. A spatially finite universe does not have to have a boundary; the simplest model of such a universe has the spatial topology of a 3-sphere, which has a finite volume but no boundary (just as a 2-sphere has a finite area but no boundary).The "what is beyond space" statement is simply a response to the statement that space is finite.
He said no such thing. Our current model of the universe has the same average density everywhere. There is no finite region of matter with the rest being "nothingness".Drakkith's seems to hypothesized the whole universe as a big matter with nothingness as the background.
This is wrong.As I already pointed out, only matter is finite while the background (doesn't matter what people called them space, vacuum, void, etc.) is infinite.
I think you're right. It's very close to flat, but just as flat-Earthers assume a globally flat Earth, flat spacers assume an infinite flat universe. But it could very well be that the curvature is very close to flat and that the universe is a closed structure, like the surface of the Earth. So if the non-flatness is very small, it could be that we just can't measure it (yet).Isn't this still not yet established? Please provide reference regarding what you are designating to be the "standard view" regarding that matter. I think that we still can't say for certain that the universe is or isn't finite.
Whoa, whoa. Let's not compare cosmologists to flat-Earthers. The latter group believes the Earth is flat in spite of overwhelming evidence to the contrary. The former models the universe as flat because there's no evidence otherwise.I think you're right. It's very close to flat, but just as flat-Earthers assume a globally flat Earth, flat spacers assume an infinite flat universe.
Well, we don't know. Long time ago people thought the Earth was flat because they didn't have evidence yet it was a globe. I think we're in the same state nowadays insofar space is concerned. We assume if flat because of lack of the contrary. It could have started in an infinite space or in a small closed one. You can assume both and closed spacers are as right as flat-spacers. It depends on your theory or model which you prefer.Whoa, whoa. Let's not compare cosmologists to flat-Earthers. The latter group believes the Earth is flat in spite of overwhelming evidence to the contrary. The former models the universe as flat because there's no evidence otherwise.
This assertion is simply false and misleading. Nobody who works in cosmology would tell you the universe is flat at 100% certainty. That is just a misrepresentation of the current state of cosmology. What they will tell you is that if it is not flat then it has a pretty enormous radius of curvature many many times bigger than the size of the observable universeWe assume if flat because of lack of the contrary.
Exactly. That's what I meant. I used the wrong wording. Thanks.This assertion is simply false and misleading. Nobody who works in cosmology would tell you the universe is flat at 100% certainty. That is just a misrepresentation of the current state of cosmology. What they will tell you is that if it is not flat then it has a pretty enormous radius of curvature many many times bigger than the size of the observable universe
And they might add that of ALL the infinite values it COULD have, the fact that it is flat within our ability to measure it is just one HELL of a co-incidence if it's not actually flat. That's not any kind of proof but it sure is suggestive.What they will tell you is that if it is not flat then it has a pretty enormous radius of curvature many many times bigger than the size of the observable universe
Why would the fact that it's flat within our ability to measure be a concidence if space is closed with a huge radius? It would be logical then that we measure flatness within our ability. We couldn't measure non-flatness then. So it suggests that the radius is huge.And they might add that of ALL the infinite values it COULD have, the fact that it is flat within our ability to measure it is just one HELL of a co-incidence if it's not actually flat. That's not any kind of proof but it sure is suggestive.
It is the "standard view" these days that our Universe is infinite. If this is so then it was infinite when it came into existence. Weird, eh?
Our visible universe is very homogenous, which means on a large scale it is pretty much the same everywhere. So when it first came into being it was extremely dense everywhere. I don't really know, but I'd suppose that it is hard to say what it was. After a while it cooled down enough to become matter and anti-matter. Mostly these annihilated one another into energy, mysteriously leaving a residue of matter. I suppose it was a quark-gluon plasma or something even more exotic. I don't know when the universe cooled enough for protons and electrons to appear en masse. The universe was still denser than the core of our sun so some of these particle fused into helium and lithium ions. After 300,000 years things had cooled enough that these ions could form atoms.
My main point is that matter appeared before atoms and ions made the scene.
To me, that question reads exactly as follows "if the universe were almost flat why would it be a coincidence that it is almost flat?"Why would the fact that it's flat within our ability to measure be a concidence if space is closed with a huge radius?
What's your point? Are you just being nihilistic or is it something else?It means that we are like bacterium compare with the all universe that we actual see it is an real big one space with spot every 300 mm Years light of matter and energy.
I merely quoted your statement. If it's almost flat it surely is not a coincidence we measure it close to flat.To me, that question reads exactly as follows "if the universe were almost flat why would it be a coincidence that it is almost flat?"
You're missing the point. There are an infinite number of values that flatness COULD have. The coincidence would be that it just HAPPENS to be almost exactly flat to within our ability to measure it instead of any of the other infinite values it could have.I merely quoted your statement. If it's almost flat it surely is not a coincidence we measure it close to flat.
No, you either misread it, misunderstood it, or willfully misrepresented it. Neither of which is very constructive to further the conversation.I merely quoted your statement. If it's almost flat it surely is not a coincidence we measure it close to flat.
Without knowing the distribution of values that the flatness could have, it is perhaps premature to be using uppercase letters to express amazement that the flatness is zero to within the sensitivity of our measurements.You're missing the point. There are an infinite number of values that flatness COULD have. The coincidence would be that it just HAPPENS to be almost exactly flat to within our ability to measure it instead of any of the other infinite values it could have.
I mean, one of the purposes of inflation is to drive the universe undistinguishably close to flatness from basically any other curvature distribution. It all depends on what one assumes, but almost any distribution that is somewhat ”natural” without additional mechanisms such as inflation will typically result in larger expected deviations.Without knowing the distribution of values that the flatness could have, it is perhaps premature to be using uppercase letters to express amazement that the flatness is zero to within the sensitivity of our measurements.
There are more almost flat universes than universes with small radius.And they might add that of ALL the infinite values it COULD have, the fact that it is flat within our ability to measure it is just one HELL of a co-incidence if it's not actually flat. That's not any kind of proof but it sure is suggestive.
Is it the purpose of inflation or the effect of inflation that the universe is driven to (close to) flatness? Or was it invented with the purpose of explaining observed flatness? Maybe it's just playing with words...I mean, one of the purposes of inflation is to drive the universe undistinguishably close to flatness from basically any other curvature distribution
Well, yes and no. Guth "invented" it to explain flatness but it was then discovered that it ALSO explains other serious problems so it is a highly favored theory, albeit not proven.Or was it invented with the purpose of explaining observed flatness?
According to what measure?There are more almost flat universes than universes with small radius.
You are just playing with words. Obviously no physical model has any form of deeper purpose other than describing observations.Is it the purpose of inflation or the effect of inflation that the universe is driven to (close to) flatness? Or was it invented with the purpose of explaining observed flatness? Maybe it's just playing with words...
I think this is not so obvious. Besides describing the observations the model can show us what reality looks like.Obviously no physical model has any form of deeper purpose other than describing observations.