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352 points instagraham | 1 comments | | HN request time: 0s | source
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over_bridge ◴[] No.43533669[source]
Seems like we've got a few of these imbalances now where you'd expect 50:50 but instead it's skewed to one side where nature had a different idea

Matter-antimatter ratio

Left vs right handed molecules

Now galaxy spin directions

Maybe there are others I missed too

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albertzeyer ◴[] No.43533727[source]
For the matter-antimatter ratio, you would not expect 50:50, or would you? Because 50:50 would be a highly unstable system? In any case, you would expect that unstable states would be highly unlikely, and it would converge into a stable state.

I'm not sure about the other examples. But maybe it's a similar reason that it is not a 50:50 ratio?

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hhjinks ◴[] No.43533760[source]
A 50/50 matter/anti-matter system could still house stable local pockets of mostly matter or anti-matter. The problem is, from what I understand, that the universe seems to have sprung into existence with way more matter than anti-matter, and we don't know why.
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nabakin ◴[] No.43534788[source]
Could it be that the observable universe is one of these stable local pockets and the antimatter to balance it out is simply not observable to us?
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1. ben_w ◴[] No.43539057[source]
Mathematically possible.

If you flip 2n fair coins, you expect n+δ heads and n-δ tails, where δ is (IIRC) sqrt(n/2). Going much away from that becomes infintessimally unlikely.

Probability is a subject famously easy to get wrong, so be careful with what I'm about to suggest: I *think* you could argue that in the moment prior to the inflation epoch spreading everything out just enough that pair production stops*, any given particle in our horizon is a coin toss of matter or antimatter.

Number of observed atoms in the universe is about 6e79 (http://www.wolframalpha.com/input/?i=how%20many%20atoms%20in...), so 6e79 = sqrt(n/2) -> n = 7.2e159 due to protons, and the same again for electrons; as we don't see significant signs of antimatter, any around must have annihilated a long time ago, so in this scenario we should expect to see ~7e159 (red-shifted) photons from the supermajority of particles which have annihilated.

It's outside my field to know how that compares to cosmologist's observations.

* won't that be at different times for protons/neutrons and electrons?

I can't get good answers on the expectations for either "why are protons and electrons counts the same" or "what is the observable consequence if they're not?"