(I was/am skeptical just because it's a single-author study with pretty spectacular results, and have been keeping an eye out for any followups, but must have missed them)
It's unfortunately rare for this kind of straightforward falsification to make it into publications aimed at the general reader. "A lie is halfway round the world before the truth has got its boots on," as they say.
I was hoping for something a bit more authoritative than a reddit comment being copy/pasted to HN (e.g. an actual retraction, or a paper directly disputing the findings), but I'm guessing most of the community just ignored the paper due to the history of the author.
Gödel wait what? I thought of him as “only” the logician who killed Hiblert’s dreams and caused people to question the very foundations of mathematics.
Dude then took up physics as a hobby and trolled Einstein by discovering closed time-like curves?
hoseja•6h ago
jvanderbot•6h ago
exe34•5h ago
nodfyr•4h ago
There are stringent constraints on anisotropy from the cosmic microwave background.
In particular, one can use the Doppler effect to check whether the CMB dipole is compatible with our velocity with respect to the CMB frame.
lumost•4h ago
exe34•4h ago
theoreticalmal•4h ago
shermantanktop•2h ago
AnimalMuppet•4h ago
jl6•4h ago
My money’s on non-infinite, just because I’m not sure infinity is a well-defined concept outside of mathematics. We’ve certainly never observed any other infinite phenomena.
XorNot•4h ago
Infinity extends both upwards and downwards in scale.
lambdaone•4h ago
hnuser123456•3h ago
kstrauser•3h ago
Nevermark•3h ago
We don’t know if that is the case. That is only one possibility.
But it seems very clear that whatever happens at the Planck distance or lower isn’t simple smooth space as we model it for larger scales.
AnimalMuppet•3h ago
People (some people) think that the universe really is that way, at the Planck distance. Actual experimental confirmation is somewhat lacking at this time...
daxfohl•2h ago
I've also heard that there's nothing special about planck length other than it being universal constant that we and any conceivable aliens would agree on as a standard of measure. So, idk.
griffzhowl•2h ago
This is just according to our current theories, and you don't need any speculative ideas about granularity of space. Mathematically, there's no problem in considering arbitrarily small length scales, because current theories are based on continuous space and time dimensions, but since we can't give physical meaning to small length scales, that's a clue that a more fundamental theory will somehow not be based on continuous space and time
AnimalMuppet•3h ago
voidUpdate•4h ago
immibis•4h ago
Anyway, we don't actually know that, since we do not have a time machine. The theory that the universe used to be much smaller is something we infer based on the snapshot we see today, just like we infer rotation based on the snapshot we see today. Either one could yet be proven wrong.
ben_w•2h ago
If you take the number like and apply f(x) = 2x, it was infinite before and after.
voidUpdate•2h ago
lumost•2h ago
ben_w•2h ago
The number line is not finite, even though every value on it is. The universe may be like the number line.
> and given that it started out being very small in a big bang, it would imply the former
The universe started out denser, which is not quite the same as "small" when talking about infinities. The currently visible universe gets both things at the same time, but only because the visible bit is finite.
Apply f(x) = x * 1e-60 to the number line, and things which were previously spaced out every integer, are now much more densely packed, but the number line as a whole is still the same size — infinite.
AnimalMuppet•1h ago
f(x) = 1/(1-x)
So if x is finite, f(x) can still be infinite.
pfdietz•4h ago
Galatians4_16•3h ago
The observation could also be due to an area of relatively high density inside an area of relatively no density.
TheRealPomax•1h ago