On Friday, January 18, 2013 1:48:36 AM UTC-6, jacob navia wrote:
> Le 15/01/13 10:10, Eric Gisse a �crit :
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> > On Sunday, January 13, 2013 1:11:45 AM UTC-6, Robert L. Oldershaw wrote:
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> >> I am surprised that no one at SAR has called attention to the following discovery.
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http://news.sciencemag.org/sciencenow/2013/01/scienceshot-the-largest-structur.html?ref=hp
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> >> Let the hand-waving begin.
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> > I take it from this comment you have a satisfying explanation for the observation?
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> > [Mod. note: satisfying and, ideally, suitable for posting here -- mjh]
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> Mr Giese
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> As far as I remember the sentence:
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> "The Universe is homogeneous at large scales"
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> has been repeated like a mantra since years and years.
Peel off the dipole moment in the CMBR and you see that the universe was perfectly homogeneous to a parts-per-million level.
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> Apparently, it is NOT.
Of course it isn't. This tells us nothing new.
The only role homogeneity has in cosmological discussions is the intersection with the inhomogeneities in the CMB and how it ties into inflation.
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> An object spanning 4 billion years means the universe is NOT homogeneous
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> at large scales at all.
The question "is the universe homogeneous?" is a stupid and uninteresting question because it obviously isn't if you look outside.
What is more interesting and not stupid is asking for a quantitative measurement of the inhomogeneity and seeing how close it /is/ to perfectly homogeneous.
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> Obviously you can put this away with:
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> "4 000 000 000 light years is not large"
Well, it is.
z ~ 1 is not that far in the past.
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> or even
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> "Doesn't matter. It is an exception but in larger scales it is smooth"
This might actually be a valid argument.
Shifting gears to a different scale...
I found an interesting lesson in the discussion of what would constitute a violation of homogeneity of the CMB. Specifically, if one takes a deep look at the inhomogeneities you occasionally find something "odd".
The takehome lesson was that even though you can occasionally find an unusual correlation in the CMB, it is /still permissible/ under the same notion that it is perfectly possible albeit improbable that you can get heads if you flip a coin 20 times in a row.
We are integrating observations over the whole bulk of the universe. There's a lot of coinflips.
The question then starts to shift to a more subtle question of "is the supposed violation we are seeing statistically significant?"
Even if we take it at face value that this is a gravitationally bound object rather than a group of objects that are temporarily close, it may very well be the case that anomalies like this are permissible.
This is a question that USENET jockeying cannot easily answer, regardless of how much nicer it'd be if there were simple, definitive answers.
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> What is interesting is that a new method was needed to get to this
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> gargantuan object. Probably, once the method is perfected, we will find
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> more of those or even bigger ones.
Perhaps!
I'm not even certain that this is a problem.
We don't have the ability to spin up another universe to test our theories, but we can run simulations.
Take a look at the Millennium 2 simulation:
http://www.mpa-garching.mpg.de/galform/millennium-II/Images/evol_12panel.jpg
The exact answer for what you see depends on h (which is ~0.7 in reality), but you can get a reasonably good idea of what the concordance cosmology would look like using the results of that simulation.
What do we see? Filamentary structures spanning the whole universe, which grow more distinct as time evolves.
Perhaps this is an example of such a structure?
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> jacob