I'm not lying.
It's not possible!
but...
I'm not lying.
It's not possible!
but...
ICYMI,. Here's me showing off some #graphics, from my 20 years in #JavaScript #development: #Mandelbrot 2 of 2 - using #WebWorkers to prove that it's not
-always- a benefit https://www.marquisdegeek.com/mandelworkers #sgx #sfx
I made a Mandelbrot & Julia set explorer! https://codepen.io/Oscar_Cunningham/full/ZYGZZVW
I was watching @standupmaths's video https://www.youtube.com/watch?v=0OP9guFmWfs about Mandelbrot and Julia sets, and I could see he was clicking around in @christianp's app looking at the Julia set corresponding to each point in the Mandelbrot set. But I wanted to also be able to click around in the Julia set and see how the Mandelbrot set changed.
Really both the Mandelbrot and Julia sets are two dimensional cross sections of a four dimensional fractal. A point (x,y,a,b) is in this set if the function z ↦ z²+(x+yi) doesn't diverge when iterated starting at a+bi. My app lets you see the slices of (x,y) for fixed a and b, and also (a,b) for fixed x and y.
I don't write JavaScript, so all code is bad and/or stolen.
The terminal is so satisfying...
**fractouille** — Fractal explorer for the terminal!
Explore different Mandelbrot sets with different styles
Written in Rust & built with @ratatui_rs
Die Folien und Ressourcen für meinen #Mandelbrot-Workshop auf dem #Easterhegg heute findet Ihr übrigens hier:
"Lindenmayer Systems, Fractals, and Plants" (PRUSINKIEWICZ; HANAN, 1989) https://link.springer.com/book/10.1007/978-1-4757-1428-9
Discovered something in @piko's #Mandelbrot workshop, which I hadn't seen before!
For each number in the complex plane c, start with x = 0, calculate x' = x^2 + c, and repeat this calculation n times!
If the result is then a+bi, draw the color (a, b, 0) for that pixel!
Here's the result for n = 1, 2, 3, ...:
Code on #Shadertoy: https://www.shadertoy.com/view/W3sSWr
Wondering if there's a continuous version?
I should be working but I got stuck watching this
According to @danneau it’s a long wait! They were planted in May and only large enough to harvest now!
The coolest broccoli ever. From my parents garden.
Romanesco Broccoli
Edit: Wow! Viral Mandelbrocc!
I am going to unapologetically use the popularity of this mathematical vegetable to boost our campaign for our new regional instance SocialBC.ca #mastodon #fediverse
You can help us launch by donating here! https://www.paypal.com/donate?campaign_id=NYQ8LSFB5GP6N
More info at: https://socialbc.ca/about
#portalberni #home #garden #local #mandelbrot
J'ai acheté ça 3€ en brocante...je l'ouvre et que vois-je ?
#mandelbrot #fractal #fractals
Interesting. I don't know @gregeganSF .
Another one for my reading list.
I did recognize the mathematics part of the book, the #Mandelbrot set from chaos theory.
Small wonder that you liked the book , Mina
https://berlin.social/@mina/112632003190545719
@mattotcha @energiepirat @VeroniqueB99 @si_irini @GreenFire @evelynefoerster @SilviaMarton @forthy42 @2ndStar @MaJ1 @scb
A cyclone using the Fraktaler-3 program by @mathr .
Formula:
z[n+1] = z[n]^2 + c if n is even,
z[n+1] = rot(z[n]^2, -0.2) + c otherwise.
Coordinates:
Real: -0.74770040356903725784
Imaginary: -0.066188255781215092274
Magnification: 6.6584601E7 (where 1 includes the whole fractal)
#fractal #mandelbrot #mathart #digitalart #cyclone #spirals
how much time of your life did you spend watching and exploring the #Mandelbrot #fractal and it's close relatives?
What's on your mind ?
#fractal #newtonFractal #mandelbrot #mathematicalArt
newton fractal iteration
z - f(z)/f'(z)
f(z) = z^3-z+c
(with z initialized to (0,0) and c initialized to the coordinates)