Parallel Computing on the PicoCray RP2040 Cluster

#microcontrollers #clustercomputing #cray #cray1 #mandelbrot #parallelcomputing #raspberrypipico #rp2040 #hackaday
posted by pod_feeder_v2

Parallel Computing On The PicoCray RP2040 Cluster

[ExtremeElectronics] cleverly demonstrates that if one Raspberry Pi Pico is good, then nine must be awesome.  The PicoCray project connects multiple Raspberry Pi Pico microcontroller modules into a…

The Mandelbulb Fractal https://www.maths.town/fractal-articles/mandelbulb/mandelbulb-all-powers/

Many people have dreamed of extending the Mandelbrot Set into three dimensions, but a problem arises because the complex numbers don’t naturally extend into 3D. The Mandelbulb fractal is an attempt to solve this dilemma. It is a 3D fractal created by extending some of the Mandelbrot’s geometric properties into the third dimension. The Mandelbulb isn't considered the true 3D Mandelbrot, but it is still a fascinating fractal.

#mandelbrot #fractals #math

L'arbre de Mandelbrot...

#arbre #tree #photographie #photography #mywork #mandelbrot #soleil #sun #estampe

#Deepzom in the #Mandelbrot with #Fractint

Learning the Ropes With a Raspberry Pi Mandelbrot Cluster

#raspberrypi #softwarehacks #cluster #kubernetes #mandelbrot #raspberrypicluster #hackaday
posted by pod_feeder_v2

Learning The Ropes With A Raspberry Pi Mandelbrot Cluster

You’ve probably heard it said that clustering a bunch of Raspberry Pis up to make a “supercomputer” doesn’t make much sense, as even a middle-of-the-road desktop could blow …

Zooming Through the Mandelbrot Set On An Atari

#retrocomputing #atari #mandelbrot #mandelbrotset #hackaday
posted by pod_feeder_v2

Zooming Through The Mandelbrot Set On An Atari

The Mandelbrot set, according to Wikipedia, is “the set of complex numbers $latex c &bg=1a1a1a&fg=ffffff&s=1$ for which the function $latex f_{c}(z)=z^{2}+c &bg=1a1a1a&fg=…

Zum Urlaubsbeginn (yay, seit weiß nicht wie lange), hier ein Mandelbastard. Mit Gnofract4d gemacht, Formel an #Mandelbrot 's angelehnt:

init:
z = #pixel
loop:
w = z
z = z*z + #pixel
z = z*z + #pixel
z = z*z + #pixel
z = z*z + #pixel
z = z/w

.

A Trip to #Infinity II - #Mandelbrot #Fractal #Zoom (Depth 3e2159) - YouTube

I've been fascinated by the #MandelbrotSet since I first saw an article about it in around #1985 and went to an exhibition about it at the #University of #Leeds. The particular #animation is particularly mesmerizing with the colour scheme chosen and lasts for three hours! I bet you can guess what happens at the end...

Note the #magnification factor at the end.

https://www.youtube.com/watch?v=fMwrWsDcSKE

#Mathematics #Fractals #Maths

coming through...

#comingthrough #mandelbrot #fractals #animatedgif

iffii: Image

math and feeling bad