Tibees
Region: AU
Saturday 10 February 2024 10:50:00 GMT
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666treetreetree :
How are the visuals generated?
2024-02-11 08:00:57
58
Lizzie (Piper’s mom) :
If you are squaring the number and then adding it to itself, wouldn’t that be 0^2+0?
2024-02-10 12:50:09
2
Coal :
Math seems so beautiful. I wish I understood it
2024-02-13 09:53:29
452
The rage farm :
Veritasium explained this quite well in about half an hour, you did it better in under a minute!
2024-02-10 13:12:08
583
Reddioactive :
since it's bounded, is that why the shape itself doesn't get bigger?
2024-02-10 16:38:23
7
Connor :
Goated set
2024-02-12 06:34:16
2
Ir2024 :
Is it an x, y graph? How does it make a 2d picture?
2024-02-14 03:05:34
3
DemiGoose :
Have you listened to the mandlebrot set song by Jonathan Coulton?
2024-02-10 18:37:53
5
LittleLuxLife :
Okay, but what is the significance of the set? Does it change something? Does it mimic a part of nature? Can someone tell me why it matters?
2026-03-07 10:09:57
2
Leon McCrary Jr. :
I have it tattooed on my arm because it’s looks simple at first but it has infinite complexity. Also it was used as a random number generator in coding.
2024-02-11 09:03:58
11
Toby Scott :
Set theory need's to be renamed Special Club Theory
2024-02-10 11:11:18
16
dgia204 :
Nicely done. If you really want to understand the complexity of the M-set read Hubbard and Douady’s Etude Dynamique des Polynomes Complexes.
2024-02-14 13:21:03
2
Cumbias Borrascosas :
I wish I understood this or was smart to understand this.
2024-02-15 00:24:21
3
[CC]🍉 :
weird way to propose but yes
2024-02-19 23:00:32
3
Andrew Jones :
Do you do voice work? I would buy an audiobook entirely to hear your read it.
2024-02-10 23:28:08
4
𝑀𝒾𝑔𝓊𝑒𝓁 :
Omg the lady from jet lag
2024-06-23 20:42:33
2
iain489 :
I thought you were going to say “starts with understanding the Mandelbrot set” and just have a loop zooming in
2024-02-11 18:27:56
435
FlamboyantCacoon :
can you talk about the relation between recursively defined structures and fractals too!
2024-02-10 17:06:48
5
elephantsgerald :
what is it called when the less than 1 numbers get "infinitely" small but never 0? is that an antithesis to infinity? is it finite?
2024-02-29 22:48:00
0
凤敏 :
I don’t understand how numbers can turn into this graphic? With shapes? And colors? If anyone knows how i can understand this let me know
2024-06-27 07:56:10
1
Chickeninthecia :
Jet lag…
2024-06-14 15:35:14
1
jonathantastic :
thx for the morning vid fam
2024-02-10 11:21:18
4
️ :
could you theoretically feel 4D as we see 3D, because touch is a 3D sende and vision is 2D?
2024-03-05 05:31:51
1
*°•.˜”*°• ✮ ℭ𝔥𝔢 ✮ •°*”˜.•°* :
what numbers would be bounded and part of the Mandelbrot set and how would you find the pattern to knowing these numbers?
2024-02-11 11:58:37
3
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