fractals are self-similar mathematical objects. a famous fractal is the Mandelbrot set, discovered by the mathematician Mandelbrot. it's fun and fascinating how complexity arises from a simple mathematical expression. OP wrote a program that visualize the set. lookup "Mandelbrot set zoom" on YouTube and have fun
Technically they are objects which have fractional dimension due to how they are defined. They need not be self-similar. For example the Mandelbrot set doesn't contain images of itself if you zoom in.
The Mandelbrot set does contain recursive mini-brots, actually! It has lots of other patterns too ofc but self-similarity is absolutely in there. (IIRC the mini-brots vary in just how similar they are. Some are identical, some are distorted.)
This Mandelbrot zoom goes through two mini-brots (the first one shows up just a few seconds in). You can also see miniature Julia sets contained in the Mandelbrot (0:23 for one example) https://youtu.be/8r7PMoThftM?si=HfzjjPighqpDKe3c
That's really cool, I had no idea! Thanks for sharing.
That being said, it doesn't really change my point that fractals aren't by definition self-similar. It's just that recursion is an easy way to define many of the commonly known ones. The coastline of Norway for example is fractal yet not self-similar.
There are like 4 listed in the Cargo.toml file, and 180 total when you count all of the dependencies' dependencies. I've seen Perl scripts do a lot worse, and Python can go bonkers with dependencies.
Pretty cool. As a kid who had these as my screensaver, I used to wonder what it would be like to dig into other parts of the image and get to choose the direction instead of letting the computer choose.
TheTrueOrangeGuy@reddit
Windows users would never understand
AnEagleisnotme@reddit
I'm a linux users and I honestly don't really understand either
MoussaAdam@reddit
fractals are self-similar mathematical objects. a famous fractal is the Mandelbrot set, discovered by the mathematician Mandelbrot. it's fun and fascinating how complexity arises from a simple mathematical expression. OP wrote a program that visualize the set. lookup "Mandelbrot set zoom" on YouTube and have fun
bionicjoey@reddit
Technically they are objects which have fractional dimension due to how they are defined. They need not be self-similar. For example the Mandelbrot set doesn't contain images of itself if you zoom in.
MaygeKyatt@reddit
The Mandelbrot set does contain recursive mini-brots, actually! It has lots of other patterns too ofc but self-similarity is absolutely in there. (IIRC the mini-brots vary in just how similar they are. Some are identical, some are distorted.)
This Mandelbrot zoom goes through two mini-brots (the first one shows up just a few seconds in). You can also see miniature Julia sets contained in the Mandelbrot (0:23 for one example) https://youtu.be/8r7PMoThftM?si=HfzjjPighqpDKe3c
bionicjoey@reddit
That's really cool, I had no idea! Thanks for sharing.
That being said, it doesn't really change my point that fractals aren't by definition self-similar. It's just that recursion is an easy way to define many of the commonly known ones. The coastline of Norway for example is fractal yet not self-similar.
AnEagleisnotme@reddit
I know what fractals are, it's the exploring in the terminal part I don't understand
MoussaAdam@reddit
he wrote a program that visualizes fractals like the Mandelbrot set, you can run the program on your terminal, it doesn't explicitly rely on a GUI
AnEagleisnotme@reddit
*the point of
Meshuggah333@reddit
Nerd fun, and that's absolutely fine.
jon_baz@reddit
Thank you for the explanation
on_nothing_we_trust@reddit
Ever hear of winamp, it kicks the llamas ass
bionicjoey@reddit
Whips*
on_nothing_we_trust@reddit
I was recalling from 1999, in which I was doing copious amounts of hallucinogens.
djcp@reddit
Not detracting from this but check out the old school xoas if this is up your alley
Lazy_Ad_7911@reddit
Yes, xaos and fractint before it are the old school fractal explorers
Lorvintherealone@reddit
next up; Entire video games in the terminal... okay who am i kidding? of course doom is already in it...
next up: Cyberpunk with Raytracing in the terminal.
Obnomus@reddit
What is fractal explorer?
Evantaur@reddit
It explores fractals
EconomyAny5424@reddit
It fractal explorers
QuickSilver010@reddit
Fractal it explores
Sadix99@reddit
it makes you a fractalnaut
gabri3zero@reddit
"It werfs flammen" vibes
hyperswiss@reddit
Flame thrower here ? 😊
Dwedit@reddit
I remember that a single view of a fractal took over 30 minutes to generate on an Apple II.
whatyoucallmetoday@reddit
I have one running my pygamer micro controller. It’s written in Python and redraws in 10 to 20 seconds depending on how complicated the area is.
ILoveTolkiensWorks@reddit
For those unaware about fractals: they are non-integer dimensional shapes, and have infinite perimeter, but finite area.
xezo360hye@reddit
This is rust, so what else can it be except
cargo build
/cargo run
?ILoveTolkiensWorks@reddit
thats unfortunate. i hate running those. even the simplest program ever made pulls like a quadrillion other projects
dagbrown@reddit
There are like 4 listed in the Cargo.toml file, and 180 total when you count all of the dependencies' dependencies. I've seen Perl scripts do a lot worse, and Python can go bonkers with dependencies.
xezo360hye@reddit
Not like I have <2GB free space so…
mantarimay@reddit
here binary
rpm
source code
build on obs
other distro, just extract it. its just rust binary inside.
MakarKrapivin@reddit
It's very beautiful. I like pixel images. By the way, I saw app in Gnome Softwale, wich also creates fractals. But with GUI. It's called XaoS.
LegendNomad@reddit
The first few seconds looked like the map screen in Terraria
cornmonger_@reddit
shiney
Ok_Instruction_3789@reddit
Pretty cool stuff
shaloafy@reddit
how do I install this?
orhunp@reddit (OP)
GitHub: https://github.com/PottierLoic/Fractouille
Built with https://github.com/ratatui/ratatui using Rust
Tripleberst@reddit
Pretty cool. As a kid who had these as my screensaver, I used to wonder what it would be like to dig into other parts of the image and get to choose the direction instead of letting the computer choose.
EinSatzMitX@reddit
This is absolutely awesome!