Little Red Dots

Added: 2026-05-27

[00:00:05]Hello, I'm Mike McCullik.

[00:00:08]Today I'd like to talk to you about the little red dots which have been recently discovered by the James Webb Space Telescope.

[00:00:17]So this space telescope is was launched in 2021 and it's three times the size of the the Hubble and so it's able to see a lot a lot deeper into space and what they have seen are very early galaxies which exist about a billion years I think it's about 0.6 to 0.4 four billion years after the supposed start of the cosmos.

[00:00:49]They're extremely small, about 2% the size of the Milky Way, but it's quite surprising that they have evolved so far back in time.

[00:01:00]So, this is already challenging the standard model.

[00:01:04]They're they're red, so long wavelengths.

[00:01:08]And also, they're spinning incredibly fast. So, the normal orbital speed of a star in a galaxy is about 200 kilometers/s, but these are spinning at between a,000 and 2,000 kilometers/s.

[00:01:25]They're spinning very rapidly. So, of course, what's what mainstream physics has done in this case is suggest there's a black hole in the center of them because a spin of that speed with the amount of mass we can apparently see should mean that they they should explode centrifugally.

[00:01:46]But obviously they don't. So, they've had to postulate that each one contains a black hole.

[00:01:53]There are quite a few of these now.

[00:01:55]Little red dots about 300 of them but I I don't believe that they have black holes in because quantizure predicts their uh their spin rate.

[00:02:10]So quantized inertia predicts that the velocity of rotation of a galaxy to the^ 4 should be g uh 2 g mc^² over theta where theta is the cosmic diameter.

[00:02:22]M is the visible matter in the galaxy.

[00:02:26]G of course is a gravitational constant and C is a speed of light. But there are certain things we can do to simplify this equation because in quantized inertia G is not actually uh constant.

[00:02:40]The gravitational constant is not actually constant. It's given by C ^2 theta / 2 * the mass of the the universe.

[00:02:49]And this comes out very clearly. This this formula comes out very clearly. If you just in in quantized inertia, you must have enough acceleration within a volume to produce accelerations high enough that the under waves seen by matter are less than the size of that volume. Otherwise, it can't be observed. So, if you apply this model, you get this this formula.

[00:03:15]You also get another formula that mass is approximately equal to the area of the object.

[00:03:23]So if you put these two equations in the v ^ 4 equation that I showed earlier, then what you get is the velocity at the edge of a galaxy should be the speed of light times the fourth root of the mass of its mass divided by the mass of the universe. So that's quite a simple formula and rapidly this predicts for the little red dots a speed of about 1,500 km/s which is about what is seen.

[00:03:55]So what this is saying is that quantized inertia predicts that gravitational constant changes with time and also the inertial mass reduces with time.

[00:04:08]such that in the far past the inertial mass was much less for example. So these little red dots are spinning very rapidly but the the centrifugal forces are not strong enough to to explode them and that that is what has been seen by the James Webb Space Telescope.

[00:04:27]Okay. So I hope you enjoyed this this short and I look forward to seeing you next time. Goodbye.