Different sized infinities - Part 2 - Joe Rogan and Neil deGrasse Tyson discuss #shorts

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Published at : August 13, 2022

Neil deGrasse Tyson introduces Joe Rogan to transcendental numbers and how this results in different sized infinities. Link to Part 3 of the interview: https://youtu.be/RQE_3LYJ-L0

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I'm also trying a more comical approach with this video. This won't be general style of the channel, but it was fun to try.

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Transcript:

What's a transcendental number?

So that's a number that you'll never find as a solution to

to an algebraic equation. So Pi is a transcendental number,

e is a transcendental number.

These these are magic numbers that show up in mathematics.

And there's turns out there is like

an even bigger infinity of those than there is of

these other two classes of numbers.

And they use the

Hebrew letter ℵ - Aleph, in ranking. So Aleph1, Aleph 2, Aleph 3

I think there are five levels of infinity.

So my point is just because there's infinite universes,

to me doesn't mean there's infinite conversations that have happened.

And I'd want to really explore the depths of infinities before I say

and agree with you, that this conversation has happened a million,

you know, an infinite number of times in just this way,

except you have a different engineer sitting next to us or...

An infinite number of times where it's been Jamey to, right?

Yeah, in principle.

I mean, that's the argument.


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