Calculation shows that it takes 56 million masseless particles of dark matter to make up 1 small real mass?

Question

This calculation came from Quantron theory. Per this theory is it true and correct that dark matter is the basic component of mass?

if this is true then wouldnt the radius of a massless particle of dark matter be 2.414263648x10^-61 meter?

Answer 1

Recall the old saying that twice nothing is nothing. So 56 million times nothing is still nothing. If these particles are truly massless, then 56 million of them or even a googleplex of them would still have zero mass.

Answer 2

OK.
Dark matter is not massless. It just interacts very weakly with normal matter, so it's hard to detect. It's gravity is the only reason we even know it's there.
The guesses for the dark particle masses range from neutrino like, which is much smaller than electron to several hundred proton masses. There's a chance that it's a lot of different particles.
If Quantron theory is anything like quantum theory, there are no predictions regarding dark matter particle mass, or even that it exists. Only speculation.

Answer 3

There's about five times as much dark matter as there's baryonic matter.

Perhaps the calculation is concerning the "dark-matter particle" neutrino (it has a mass, even though we for a long time thought it to be massless). Neutrinos have been shown to be dark matter (interacts very weakly) but calculations have shown that neutrinos cannot make it out for all the dark matter.

Answer 4

so if you add together 56 million zeros, you'll get a one? i think not. maybe you read it wrong.

Answer 5

yes it is true

Answer 6

stop drugs

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