Eckhard Kleine (@kleinee) 's Twitter Profile
Eckhard Kleine

@kleinee

Python less and less, Julia more and more. All fractals are my own, "handcrafted" using Julia - !Ai in in a sense.

ID: 30866174

calendar_today13-04-2009 13:43:10

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Cliff Pickover (@pickover) 's Twitter Profile Photo

Chess, mathematics, the universe. By Robert (Bob) Bosch, Robert (Bob) Bosch, dominoartwork.com, Used with permission. "A single-line drawing arising from an open knight's tour of an 81x81 chessboard. From a distance, the drawing looks like a 9x9 latin square of 9 different

Chess, mathematics, the universe.

By Robert (Bob) Bosch, <a href="/baabbaash/">Robert (Bob) Bosch</a>, dominoartwork.com, Used with permission.

"A single-line drawing arising from an open knight's tour of an 81x81 chessboard. From a distance, the drawing looks like a 9x9 latin square of 9 different
ア (@yuruyurau) 's Twitter Profile Photo

a=(x,y,d=-exp(-mag(k=w*noise(t)-x,e=w*noise(t,9)-y)/(40+145*noise(x/50,y/50))))=>[x+k*d,y+e*d] s=4,t=0,draw=$=>{t||createCanvas(w=400,w);noFill(t+=.02);background(248);for(y=0;y<w;y+=s)for(x=0;x<w;x+=s)triangle(...[a(x,y),a(x,y+s),a(x+s,y)].flat())} //#つぶやきProcessing

Cliff Pickover (@pickover) 's Twitter Profile Photo

Mathematics. Glynn Fractal. z(n+1) = z(n)^1.5 - 0.2. I first discussed this intriguing object in my book "Computers and the Imagination."

Mathematics.   

Glynn Fractal.   z(n+1) = z(n)^1.5 - 0.2.   

I first discussed this intriguing object in my book "Computers and the Imagination."
caio temer (@canalccore2) 's Twitter Profile Photo

If we built a neural network where the weights were lenses instead of vectors, for instance, and the input was light-shaped, the inference cost would be zero.

Cliff Pickover (@pickover) 's Twitter Profile Photo

Mathematics, chaos, order, unpredictability, infinity. Please enjoy the enigmatic "Chen Lee Attractor. " By Paul Bourke, paulbourke.net/fractals/chenl…, Used with permission.

Mathematics, chaos, order, unpredictability, infinity.

Please enjoy the enigmatic "Chen Lee Attractor. "

By Paul Bourke, paulbourke.net/fractals/chenl…, Used with permission.