I will regularly create videos with beautiful mathematics, especially geometry. So subscribe and hit the bell! P.S. If you know the name of the fractals shown at 0:50 and 3:22, please let me know!
Fun fact about the Pythagoras Tree: Dutch artist Escher, who often took inspiration from mathematics, did not think much of it. In fact, he likened it to a cauliflower, and did not intend that to be a compliment.
Feedback: This video is a compilation of some famous fractals. As a video of showing beautiful examples, the background music and the flow of speech is actually quite fluent and smooth. It is really comfortable watching this video.
This was one of the most beautiful depictions of fractals I've ever seen! I can't believe I just found your channel - as a video creator myself, I understand how much time this must have taken. Liked and subscribed 💛
Hey, so refined content skills for someone who has just begun. I’ve never seen a creator so fine with animations from the start. Great going, I’ve subscribed to your channel and will have a keen eye on it.
Thank you for the kind words! To be honest, I was already involved in the creation of videos, but I did it locally. Now I'm trying to improve my English and I want to make videos on this channel for everyone who is interested. So for me #SoME2 is a «chance to try something new you otherwise might not have». New video coming soon. I hope you will like it!
Lovely animations, and great video in general. Music was also well placed. I myself put some research into fractals and how to generate them. I highly recommend checking L-systems, as for me they are super cool.
I remember a video that may have been from the previous SoME that made me try a visualization of a generalization of what the video had. I accidentally mistyped the equation, but because of that error I ended up with a cool fractal that I hadn't seen elsewhere. I made sure to print it out.
I instantly recognised you from wild math channel (In Russian) and subscribed Also few channel can provide such excellent animation with coherent voice.Although I don't know Russian neither English is my native language (It's Bengali) I still watch them Since your channel name is Geometry and the channel picture is from a famous book of Akopyan I hope that you will cover some of the problems from the book Lastly thank you for creating this channel and I hope that you will continue uploading videos and wish you the best!
Thank you for your interest! I am very pleased with how new authors are welcomed here. So many cool participants in the SoME, and so many kind viewers. I will work hard for you. Pictures from Akopyan's book will definitely come to life on this channel!
There are also Julia, Levy Curve, and Newton Fractals Julia is like Mandelbrot Set, but c is...well, c (Constant), and the fractalization is based on z, taking c's place in the Mandelbrot while keeping its old place Levy Curve is similar to Dragon Curve, but relies of reflection instead of rotation, and you need 4 kinds of reflection (y=-x+c, x=c, y=x+c, y=c consecutively, c is the coordinate of the "last" dot of one order) Newton Fractal is a Julia with more general equations
Is 3:22 related to the four bugs problem? (four bugs travel at the same speed always changing direction to point at the next bug around the square) Beautiful video btw!
The 4th Fractal Is The Flower Fractal & The 12th Fractal Is The Stair Fractal
6 หลายเดือนก่อน
It's absolutely beautiful. I ask your permission to use your clips when translating into Vietnamese. I am a retired teacher and I would like to continue my passion for helping young Vietnamese people, many of whom do not speak English. Thank you in advance.
Benoit Mandelbrot first wrote his name Benoit B. Mandelbrot, until one time he realized the B. was Benoit, then he invented the word fractal, then he created fractal theory, he learn beautiful stuff by just his name
Never thought about the initial before. But now it occurs to me that the “B.” could stand for Benoit B. Mandelbrot. Writing his full name would cause a stack overflow, so it’s better to stick with the initial.
I started learning Python (a programming language) recently, and yesterday, I made a program, that can draw functions. I tried tan(x^2+y^2)=1 by writing 1 - math.tan(x * x + x * x) How would I input fx the mandelbrot set?
I want to create (with Python) a type of Mandelbrot, but... in 360 degrees, full color, infinite zooming out from the center of the canvas, different for each index number that it would generate nearly every picture within the given size if runs long enough.
As funções quadráticas usuais são funções com solução real, certo? isto é, eles estão dentro do conjunto (R). E do ponto de vista geométrico, uma função real normalmente é uma projeção de uma figura geométrica na terceira dimensão, ou seja, um R⁴..… entendido como R2(x,y) R3(x,y,z) e R4 (x,y ,z,r) um R4 tem dimensão 3 pois é 4-1= 3... de acordo com a teoria... então, O QUE estamos interpretando por exemplo quando estamos calculando uma função! quadrática que está em R2 mas é uma função com solução complexa? Quero dizer, é um R2? É um R3? ...é um R4? A resposta está na pergunta... NÃO SE LIMITE NAS SUAS RESPOSTAS Saudações! Ele os ama! ✨🤓👍🏻👁️🧠💪🌝💚🖤🖤❤️🍷😘✨
I will regularly create videos with beautiful mathematics, especially geometry. So subscribe and hit the bell!
P.S. If you know the name of the fractals shown at 0:50 and 3:22, please let me know!
15 seconds into the video and... Is it you, Wild?!
Is this your first channel? What other channels do you own?
@@NaviaryMusic, this is the second channel, the first one is not in English. If you don't mind, I would not like to publish it to avoid spoilers
@@geometry_manim Okay! Nice :)
Please keep uploading
Fun fact about the Pythagoras Tree: Dutch artist Escher, who often took inspiration from mathematics, did not think much of it. In fact, he likened it to a cauliflower, and did not intend that to be a compliment.
Source: "Fractals: Mathematical Patterns in Endless Repetition", Hans Lauwerier, 1986 (?), in Dutch (title translated from Dutch by OP)
Feedback:
This video is a compilation of some famous fractals. As a video of showing beautiful examples, the background music and the flow of speech is actually quite fluent and smooth. It is really comfortable watching this video.
Thank you!
The B. Was pure genius.
This was one of the most beautiful depictions of fractals I've ever seen! I can't believe I just found your channel - as a video creator myself, I understand how much time this must have taken. Liked and subscribed 💛
Thank you very much! New video is coming soon!
0:40 Looks like a big man flexing his muscle
El Primo
1:13 I was scared at this part
Hey, so refined content skills for someone who has just begun. I’ve never seen a creator so fine with animations from the start. Great going, I’ve subscribed to your channel and will have a keen eye on it.
Thank you for the kind words!
To be honest, I was already involved in the creation of videos, but I did it locally. Now I'm trying to improve my English and I want to make videos on this channel for everyone who is interested. So for me #SoME2 is a «chance to try something new you otherwise might not have». New video coming soon. I hope you will like it!
@@geometry_manim Definitely. 🙌🏻🙌🏻
Lovely animations, and great video in general. Music was also well placed. I myself put some research into fractals and how to generate them. I highly recommend checking L-systems, as for me they are super cool.
Yes, L-systems are a very close and interesting topic, thanks for the recommendation!
I remember a video that may have been from the previous SoME that made me try a visualization of a generalization of what the video had. I accidentally mistyped the equation, but because of that error I ended up with a cool fractal that I hadn't seen elsewhere. I made sure to print it out.
In my opinion, For Mandelbrot or Julius sets, typos are especially good! Thanks for commenting and viewing!
Good work. You are showing the beauty of the universe.
Вайлд мес привет!! Везде узнаю это голос. Видео и графика в нем как всегда отличные👉👈
Beautiful! what great pieces of math!!
Gorgeous animations ^^ ✨
узнал дикого математизатора! Моё почтение!
huge name your channel has, congrats on the video and on the channel's name
You got the perfect voice for maths (maybe not only maths) documentaries, and also good video
Thank you! I'll do my best for math!
Wow! So many fractals.
I love how the fractals appear, expand and dissappear!
Does the B. stand for Benoit B. Mandelbrot?
Exactly!
Instant sub. Beautiful work :)
Many thanks!
this is like every equation in aleph-0 explained
I instantly recognised you from wild math channel (In Russian) and subscribed
Also few channel can provide such excellent animation with coherent voice.Although I don't know Russian neither English is my native language (It's Bengali) I still watch them
Since your channel name is Geometry and the channel picture is from a famous book of Akopyan I hope that you will cover some of the problems from the book
Lastly thank you for creating this channel and I hope that you will continue uploading videos and wish you the best!
Thank you for your interest! I am very pleased with how new authors are welcomed here. So many cool participants in the SoME, and so many kind viewers. I will work hard for you. Pictures from Akopyan's book will definitely come to life on this channel!
same!
This is so beautifully and satisfyingly animated Holy fuck
3:04 showed it to a friend and then realized what this looks like (in the transition)
3:58 "But they are not so sick-muh."
I can never escape this "Sigma" meme .>
I don't know how you manage to hear anything other than "simple"
@@ttmfndng201 yeah, but hey, it's called a "joke". and it was a joke. i hear "simple" every time, but sick-muh is just a joke bro.
The fractal at 3:53 is called a tetrix or Sierpinski tetrahedron.
What's a tetrahedron?
@@TheRealPebble-e1h a 3d 🔺️
the fern got thanos snapped
Beautiful ❤️
beautiful, mesmerizing, and great presentation! look forward to more, plus very inspiring: think critically, do math, take care! Love this!
Beautiful, thank you for sharing
I embroided a Sierpinski Triangle on my pencil bag...
great animations!
Thanks a lot!
holy crap this is so high quality
Beautiful video!
This channel needs more subscribers
Rome wasn't built in a day. And i'll keep making videos! Thank you for joining!
Very well made! I will watch videos of this nature
That unknown circle fractal is actually called the apollonian gasket
Well done. Thank you.
That's some wild math!
There's a little bit of that!
There are also Julia, Levy Curve, and Newton Fractals
Julia is like Mandelbrot Set, but c is...well, c (Constant), and the fractalization is based on z, taking c's place in the Mandelbrot while keeping its old place
Levy Curve is similar to Dragon Curve, but relies of reflection instead of rotation, and you need 4 kinds of reflection (y=-x+c, x=c, y=x+c, y=c consecutively, c is the coordinate of the "last" dot of one order)
Newton Fractal is a Julia with more general equations
Is 3:22 related to the four bugs problem? (four bugs travel at the same speed always changing direction to point at the next bug around the square)
Beautiful video btw!
Yes, absolutely right! I first learned about this construction while solving the problem of four bugs (in my case there were 4 turtles)
@@geometry_manim in my country (9th grade textbook)
The same problem is given with four dogs😄
@Droz Farny Line , yeah! Yesterday I saw this wonderful video: th-cam.com/video/gjU9-5JVXXs/w-d-xo.html - 4 dogs too
I see PewDiePie
Super nice animated!
The 4th Fractal Is The Flower Fractal & The 12th Fractal Is The Stair Fractal
It's absolutely beautiful. I ask your permission to use your clips when translating into Vietnamese. I am a retired teacher and I would like to continue my passion for helping young Vietnamese people, many of whom do not speak English. Thank you in advance.
wow amazing 😀😃it's mathematically great
I bet that B means "Benoit B. Mandelbrot"
Ok wait that’s pretty funny
Well yeah. Thats why i love fractals thing its beautiful
This video is so cool.
Infinite+geometry= these fractals
Benoit Mandelbrot first wrote his name Benoit B. Mandelbrot,
until one time he realized the B. was Benoit, then he invented the word fractal, then he created fractal theory, he learn beautiful stuff by just his name
The music in background, I wounder what music is this
could you tell me?
There is a software called Matryoshka that allows to play with geometric fractals using photo montage
It's an amazing video.and can anyone tell me the name of the background music ?
@geometry_manim , How did you construct the Koch Snowflake in manim so it could be filled with a color?
3:43 JOJO REFRENCE!!!
0:50 I think it should be named the sierpiński circle
Serpinski ball!
Did he invent that circle?
Never thought about the initial before. But now it occurs to me that the “B.” could stand for Benoit B. Mandelbrot. Writing his full name would cause a stack overflow, so it’s better to stick with the initial.
Unbelievable
Вайлд, ты ли это? :0
Nope!
th-cam.com/video/nV1IzrCVsEw/w-d-xo.html
Конечно
so B stands for benoit B. mandelbrot?
Yep!
awesome
0:54 AYO SUS💀💀💀
?
But where in the world do all the math TH-camrs like you and 3blu1brown take those morphing animations of the words ?
I started learning Python (a programming language) recently, and yesterday, I made a program, that can draw functions.
I tried
tan(x^2+y^2)=1
by writing
1 - math.tan(x * x + x * x)
How would I input fx the mandelbrot set?
That's a good question! You can learn it by this article: realpython.com/mandelbrot-set-python/ - there are many examples
@@geometry_manim I have looked through some of it now. It looks promising. Thank you!
1:08 nice fade
I want to create (with Python) a type of Mandelbrot, but... in 360 degrees, full color, infinite zooming out from the center of the canvas, different for each index number that it would generate nearly every picture within the given size if runs long enough.
Even after watching the end of the video, I still don't know what the "B" in "Benoit B. Mandelbrot" means.
it's a fractal so it's infinite so it's Benoit Benoit bon...
What's the one starting at 4:29 called?
It doesn't named after somone, but in the Wiki I see «Uniform mass center triangle fractal»: en.wikipedia.org/wiki/Fractal
Insanly beautiful what is the name of the music, it really fit the beauty of the music with the magical beautiful math !!!!
I also need to know!!!!!!!
Mandala{brot} person whom coined fractal geometry.
i feel bad for the people with trypophobia.
I feel u, bro..
which BGM did you used?
What is the song
If a fractal app has no mandelbrot
The fractal formula would be
z^2 + c
Точно, Wild math на английском, голос знакомый
I thought Benoit B.'s middle name doesn't exist, it's just the middle initial.
❤
Them animations tho!
this reminds me a LOT of 3Blue1Brown
Delicious
Half of the things you said I didn't understand 😂😂😂
p5.js or vanilla javascript?
It's a Python: 3b1b.github.io/manim/ - many creators use this library
HUH? Why I hate math in 1., 2., 3., and 4. class? 😮
As funções quadráticas usuais são funções com solução real, certo? isto é, eles estão dentro do conjunto (R). E do ponto de vista geométrico, uma função real normalmente é uma projeção de uma figura geométrica na terceira dimensão, ou seja, um R⁴..… entendido como R2(x,y) R3(x,y,z) e R4 (x,y ,z,r) um R4 tem dimensão 3 pois é 4-1= 3... de acordo com a teoria... então, O QUE estamos interpretando por exemplo quando estamos calculando uma função! quadrática que está em R2 mas é uma função com solução complexa? Quero dizer, é um R2? É um R3? ...é um R4? A resposta está na pergunta... NÃO SE LIMITE NAS SUAS RESPOSTAS Saudações! Ele os ama! ✨🤓👍🏻👁️🧠💪🌝💚🖤🖤❤️🍷😘✨
Dash
You sound like the ai from Will You Snail
1:09
wait a minute I hear the number of fart💀💀
wsg
Самоподобие
Mandelbrot set is nothing but reiteration. Nothing remarkable.