Group theory, abstraction, and the 196,883-dimensional monster
3.8M views · Aug 19, 2020 · Education
Comments · 5.8K
@BleuNoirProductions · 6 years ago
This was like watching anime without subtitles. I didn’t understand a thing but it was gorgeous.
3.5K
@omnitroph1501 · 6 years ago
the difference between fiction and reality is that fiction has to make sense.
14K
@sandearcubus9299 · 6 years ago
He did the math, he did the monster math.
9.8K
@CelestialityRW · 1 year ago (edited)
<a href="https://www.youtube.com/watch?v=mH0oCDa74tE&t=442">7:22</a> It’s kinda cute how the blue Pi thinks of themself and their 2 friends as the first triplet of things that comes to mind.
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@rexroyulada6267 · 5 years ago (edited)
"We always consider the action of doing nothing to be part of the group" - <a href="https://www.youtube.com/watch?v=mH0oCDa74tE&t=101">1:41</a><br><br>My favorite quote
5.6K
@curling_grad · 6 years ago
Physicists: 11 dimensions... That's a lot...<br>Mathematicians: Haha dimensions go brrrrrrrrr
6.1K
@saeedsn · 6 years ago
Someone should give him a medal for making such an abstract theory so beautiful and entertaining, and yet extremely educational! ❤️
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@4m0nym · 4 years ago
It feels like with "the monster" humanity has learned the answer to something without being able to even ask the question. Almost as if we've stepped into territory that isn't meant for us yet. Of course the given name adds to the lovecraftian feeling of it and I love stuff like this.
1.8K
@austinmcconnell · 6 years ago
I'm a simple man. I see an outrageously large number in the video title, I click.
11K
@nincadalop · 6 years ago
Other Mathematicians: "Polynomials, Permutations, Quaternions"<br>John Conway: "Monster, Baby Monster, Happy Family"
4.7K
@mulefatelluri · 6 years ago
<a href="https://www.youtube.com/watch?v=mH0oCDa74tE&t=954">15:54</a> reminds me of the "how to draw an owl" joke: <br>step 1: draw a circle<br>step 2: draw the rest of the owl
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@flatypus · 4 years ago
Honestly, there's something beautiful about the way 3b1b explains things. At around <a href="https://www.youtube.com/watch?v=mH0oCDa74tE&t=268">4:28</a>, he explains that the permutations of 101 different objects would amount to 9x10^159. However, instead of simply saying 'this is roughly the same as the number of atoms in the universe squared', he says 'if every atom in the universe had a mini universe inside of it, that would be how many sub-atoms there would be.' Take the time to appreciate the time he took to make these numbers just a bit more interesting!
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