complex numbers can never truly be real numbers though, they will always have the tiny difrerences, however they can behave LIKE real numbers, please tell me if i'm wrong lol im really trying to expand my knowledge of chaos and that is one conclusion i have come to
also interesting to point out, i think we can infer that as the exponent approaches larger and larger sizes, the shape of the mandelbrot fractal becomes closer and closer to a circle... in other words, complex numbers begin to behave more like real numbers, it's just takes them longer
Beautiful and fantastic! I see that u konw about fractals a lot! Nice. Thanks for positing. I will tell u about my sounds. It would be intersting in ur clip.
complex numbers can never truly be real numbers though, they will always have the tiny difrerences, however they can behave LIKE real numbers, please tell me if i'm wrong lol im really trying to expand my knowledge of chaos and that is one conclusion i have come to
kadenkks 1 year ago
In what program u have made pictures of this algorytm?
florianchurch 3 years ago
matlab, although now I'm moving towards open source software.. trying to create the same images in linux with gnu octave
reflexi0n 3 years ago
also interesting to point out, i think we can infer that as the exponent approaches larger and larger sizes, the shape of the mandelbrot fractal becomes closer and closer to a circle... in other words, complex numbers begin to behave more like real numbers, it's just takes them longer
reflexi0n 3 years ago
Beautiful and fantastic! I see that u konw about fractals a lot! Nice. Thanks for positing. I will tell u about my sounds. It would be intersting in ur clip.
florianchurch 3 years ago