What comes after forever?

Notes and corrections: I mispronounced the atom cesium at the very beginning of the video, pronouncing it 'Kasium' I said that Omega ^ Omega x Omega is the same as Omega^ Omega ^ Omega when that's actually very wrong. At 6:11 I used a coefficient with an ordinal when really ordinal multiplication is non-commutative so that could cause problems. There are several minor phrasing errors around that amounts of alephs and omegas when I'm saying how long to wait. I had the original idea for this video ages ago when watching a Vsauce about infinity and noticing that it went past many of the ordinals. (Go and watch that video if you haven't, by the way, it's quite a bit more comprehensive than this one.)

‘There’s this mountain of pure diamond. It takes an hour to climb it and an hour to go around it, and every hundred years a little bird comes and sharpens its beak on the diamond mountain. And when the entire mountain is chiseled away, the first second of eternity will have passed.’ You may think that’s a hell of a long time. Personally, I think that’s a hell of a bird. (From Doctor Who)

Ever since vsauce made how to count past infinity 8 years ago, I've wanted to see another video that goes into more detail about the numbers larger than the ones he described, as he jumped almost straight from epsilon to the innacessable cardinals. I've finally found one. This is probably my new favorite video to do with numbers in general.

No. The real biggest transfinite number is if you make a function called CALORIES() and put the incomprehensible number, ‘NIKOCADO’ into the function. CALORIES(NIKOCADO) creates a number so big it beats everything else on this video combined very easily, like comparing a million to the millionth power to zero.

1:24 I'm sad that you didn't say "this is taking forever"

back in my day these numbers were big. kids these days with their autologicless+ struxybroken DOS-ungraphable DOS-unbuildable nameless-filkist catascaleless fictoproto-zuxaperdinologisms

I like how mathematicians attempted making ordinals that can describe Caseoh's weight

I can only accept that these concepts were invented by two mathematicians arguing in the playground.

this is the kinda content id see from a 100k sub channel surprised you arent big yet your contents awesome

"but there are ways to force past this barrier too!" me: "USE MORE GREEK LETTERS!"

Imagine you said "there is no biggest cardinal!" But Mathis R.V. said "absolute infinity"

best youtube channel ive ever seen about math so far

You just summoned the entire fictional googology community

this channel has every fact EVER CONFIRMED

damn this channel is underrated af

Actually there's bigger than Gamma Nought: If we use the MDI notation saying that there's nothing bigger by calculating this: {10, - 50,} it can be so big that it reaches gamma. But if use the Gàblën function we can do this: G⁰(0) = 0 G¹(0) = 10^300,000,000,000,000,000,000,003 G² = Aleph null. G³(0) = ε1. G⁴ = Gamma nought... Until we reach GG⁰(0) Or G⁰(1) = I Or incessible Cardinal. So big that nothing in a vacuum is bigger than this. or is it? By using Gàblën function again. We can do GGG⁰(0) Or G⁰(2) = M or Mahlo Cardinal. This is so big that if we use the Veblen function: φ0(0) It would take Epsilon nought zeros to make it. but we can go farther by GGGGGGGGGGG...⁰(0) Or G⁰(10^33) = K or Weakly Compact Cardinal but If we do GGGGGGGGGGG.....⁰(0) or G⁰(ε0) = Ω or ABSOLUTE INFINTY THERES NOTHING AFTER THERES FANMADE NUMBERS AFTER ABSOLUTE INFINTY. ITS SO BIG THAT NO FUNCTION CAN BIGGER THAN THIS BUT JACOBS FUNCTION.

incredible! this is an AMAZING VIDEO I learned a lot and am glad that the stuff I already knew will be taught to people who don't know it yet, thank you! this is an amazing video that deserves MILLIONS OF VIEWS

"Hey, are you ready to go on that date we mentioned?" "Sure, just wait an aleph null seconds."

What a massively underrated channel

good job u just did the summoning of all of the fg members