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Numb3r Tr33
Italy
เข้าร่วมเมื่อ 4 มิ.ย. 2023
Numb3r Tr33 is all about visualizing the beauty of math.
Satisfying Space Filling Curves: 1D Becoming 2D
Here's a short compilation exclusively for fractal space filling curves, the most satisfying type of fractal.
Animation Tool: Manim library, Python
#maths #art #visualization #geometry #python #visual #satisfying #satisfyingvideo #algorithm #fractal #fractals #dragon #flowsnake #anklets #triangle #hilbert #fractalgeometry #coding #programming #visualprogramming #relaxing #manim
Animation Tool: Manim library, Python
#maths #art #visualization #geometry #python #visual #satisfying #satisfyingvideo #algorithm #fractal #fractals #dragon #flowsnake #anklets #triangle #hilbert #fractalgeometry #coding #programming #visualprogramming #relaxing #manim
มุมมอง: 13 038
วีดีโอ
Turning Math Into Art With Amazing Fractals
มุมมอง 51Kปีที่แล้ว
Here's the reloaded compilation of the algorithms used to obtain some of the most famous fractals, a clear example of how one can turn mathematics into art! #maths #art #visualization #geometry #python #visual #algorithm #fractal #fractals #dragon #tree #snowflake #hilbert #fractalgeometry #coding #programming #visualprogramming #relaxing #manim Visualization Tool: Manim library, Python
Turning Math Into Art With Beautiful Fractals
มุมมอง 312Kปีที่แล้ว
Here's a compilation of the algorithms used to obtain the most famous and beautiful fractals, a clear example of how one can turn mathematics into art! #maths #art #visualization #geometry #python #visual #algorithm #fractal #fractals #dragon #tree #snowflake #hilbert #fractalgeometry #coding #programming #visualprogramming #relaxing #manim Visualization Tool: Manim library, Python
Top 3 Pythagorean Theorem Visualizations
มุมมอง 1.8Kปีที่แล้ว
Here's the top 3 list of the Pythagorean theorem visualizations. These are the most immediate, clear and intuitive visualizations amongst the existing ones. #maths #visualization #geometry #python #visualproof #proof #pythagoras #theorem
Visual Proof for the Square and the Cube of a Binomial
มุมมอง 2.2Kปีที่แล้ว
In this video two famous visual proofs to show where the square and the cube of a binomial come from. #maths #algebra #geometry #proof #visualization #visualproof #python Visualization tool: Manim library, Python
Visual Proof for the Sum of the First n Cubes
มุมมอง 1.9Kปีที่แล้ว
Here's the famous visual proof for the sum of the squares of the first n natural numbers. #maths #numbertheory #algebra #geometry #visualization #visualproof #python Visualization tool: Manim library, Python
Hilarious New Proof for the Sum of the First n Squares
มุมมอง 1Kปีที่แล้ว
This video shows a different way of finding the formula for the sum of n squares, through an alternative visualization. The process of proofing has been simplified in a non-rigorous way, in order to make the understanding of the concept smoother. The rigorous proof is coming soon in a paper that will be posted in the description of this video, for which I want to thank my best friend Luigi, who...
Visual Proof for the Sum of the First n Natural Numbers
มุมมอง 919ปีที่แล้ว
This is a short and sweet visualization of the famous Gauss formula, used to find the sum of the first n positive integers. #gaussian #formula #visualization #maths #algebra #geometry #numbertheory #python Visualization tool: Manim library, Python
Finding an Impossible Integral With Simulation
มุมมอง 1.1Kปีที่แล้ว
Finding an Impossible Integral With Simulation
Law of Large Numbers - A Visual Intuition
มุมมอง 674ปีที่แล้ว
Law of Large Numbers - A Visual Intuition
2:14 H fractal
Me: Spell Red Dummy: Red? L S T E R Me: What color is A Carrot? Dummy: I think It Is Umm… I Think It’s Uhhhhh… I think it’s A Carrot Uhmmm… Idk about Carrots (idk about carrots) Me: If you dig a 6ft Hole, how Deep is That Hole? Dummy: Uhh… 20ft. GET- Me: … 1 - 1 = ? Dummy: Equals? 35 Me: (I Give Up)
i hate the fact that you're not famous enough! this has to get more fame but youtube does its thing to push content creators like you far back :(
I AM COMMENT 300!!
Koch Curve 85 ♥
Fun fact! The hexaflake actually contains Koch Snowflakes in later iterations.
❤❤❤
A lot of this fractal you can make with symmetry, 90° rotation and repetition
5:56 well, that’s a maze!
i don't think my laptop can handle this💀
3:21 beautiful
It looks like a blurred picture being sharpened
many of the fractals are named after polish people
Ironic
5:19 Bestaflake
Now I get it almost
Peano curve is made by 5*5*5*5*5*5
Hexaflake is made by 7*7*7*7*7*7……..
Pentaflake is made by 5*5*5*5*5*5……
Quadriflake is made by 4*4*4*4*4*4*4*4*4*4*4…
Koch curve 85 is made by 4*4*4*4*4*4……
Koch anti snowflake is made by 3%3%3%3%3%3
Koch snowflake is made by 3*3*3*3*3*3*3*3*3*3*3*3*3
Fibonacci snowflake is made by 5%5%5%5%5%5%5%5
H-I de Rivera is made by 7%7%7%7%7%7%7%7
Sierpenski carpet is made by 8%8%8%8%8%8%8
Sierpenski triangle is made by 3%3%3%3%3%3%3%3%3%3……….(%is division)
It also has a cursed C curve
Pythagorean tree 345 is a strange version of Pythagorean tree
Pythagorean tree also have two fractals:C curve and Pythagorean tree 345
Pythagorean tree is made by2*2*2*2*2*2*2*2*2*2*2*2*2……..
Tree is made by 3*3*3*3*3*3*3*3……..(* is multiplication)
The second itteration of the hilbert curve kinda reminds me of a minecraft creeper face
Fibonacci word curve = Mickey Mouse curve
Hold On... THIS ISINT 3BROWN1BLUE!
I would like that you, show us how to do those fractals :) teach us on python how to that please❤
0:15 4 lines lines lines
*_ABSOLUTELY GORGEOUS AND STUNNINGLY BEAUTIFUL!!!_*
Where it is possible to find these codes?
"Aren't fractals _already_ anomalous?"
the sirpenski carpet in 3d is the menger sponge
=O
6:07 imagine having to beat this maze version
This is beautiful 0:36 you Make a Heptaflake
0:22 that’s a rhombus on a stick 0:47 that’s your profile picture without the right colours 1:16 you warped your profile picture now 1:35 you know where this is going to go? 2:01 ⏥␁ 2:21 HHHHHHHHHHHHHHHHHHHHHHHHH 2:44 0:22 are the same 3:04 who took a bite at the edges of my circle 3:24 that’s not anti tbh 3:53 bfdia 5 4:23 that just looks like intestines 4:37 - 5:17 stop with the flake 5:50 HHHHHHHHHH.HHHHH 5:59 that’s just a square now 6:09 A 6:14 let’s see we have every penta minnow now some tetrominoes 6:27 that’s all so just a square 6:45 that looks like the game cube intro 6:53 now that’s a hexagon 7:13 M 7:28 0:47 is the same 8:00 that’s the y Pentomino and I paused at eight 8:18 that’s just copy and paste (Not to be mean, but what is this?)
5:38
7:16 that just looks like a brain
1:32 this reminds me of something
What
2:20 It’s Not H-I De Rivera, it’s Ectopic Pregnancies
or, to be simpler, n²+n/2
...I feel like this person is also 1blue3brown or whatever their name is
That's actually a nice compliment! 3blue1brown channel's creator is Grant Sanderson and he's actually the creator of Manim, the library I use to create these animations here!
am i the only one who wishes these all had more interations?
No
Hexaflake is a reference with the Koch‘s snowflake