- Видео 14
- Просмотров 228 676
Dmytro Fedoriaka
Добавлен 5 окт 2011
Aldyparen 011
Generated with github.com/fedimser/aldyparen-py
Source: github.com/fedimser/aldyparen-py/blob/main/examples/aldyparen_011.json
Soundtrack: Yung Logos - El Secreto (from RUclips Audio Library)
Source: github.com/fedimser/aldyparen-py/blob/main/examples/aldyparen_011.json
Soundtrack: Yung Logos - El Secreto (from RUclips Audio Library)
Просмотров: 20
Видео
Aldyparen 010
Просмотров 27316 часов назад
Generated with github.com/fedimser/aldyparen-py Source: github.com/fedimser/aldyparen-py/blob/main/examples/example_project_1.json Soundtrack: Vibe Tracks - Alternate (from RUclips Audio Library)
Kampf der Daten
Просмотров 4521 час назад
A song about query optimization. Lyrics by ChatGPT. Vocals, music and cover art generated by udio.com. More songs: www.udio.com/creators/fedimser Lyrics: Die Zeilen fließen, mein Kopf ist schwer, Der Code zerbricht, ich kann nicht mehr. Die Nächte lang, der Schlaf so fern, Ich kämpfe hier, ganz still und gern. Oh, Datenbank, du nimmst so viel, Die Zeit vergeht, ich steh am Ziel. Doch innerlich ...
Algebraic fractal (Aldyparen 003)
Просмотров 2,5 тыс.7 лет назад
Generator z^2 z^3 z^4-c^z. Rendered with Aldyparen (fedimser.github.io/aldyparen) #fractal
Generalized Mandelbrot's set (Aldyparen 002)
Просмотров 198 тыс.9 лет назад
Let's take Z[0]=0 and build sequence Z[i 1]=Z[i]^P C. Let's consider set of all such complex C, for which Z is limited sequence. If P=2 it will be the Mandelbrot's set, a famouse fractla structure. But let's change P. This video shows form of such sets on complex plane with P in range [1,120].
An algebraic fractal (Aldyparen 001)
Просмотров 7 тыс.9 лет назад
Let's take equation f(z)=z^3-1=0. We can solve it using Newton's method: take random number z[0] and repeat z[i 1]=z[i]-f'(z[i])/f(z[i]). Sequence z[i] will converge to one of three complex solution of this equation (complex roots from one). And the root it will converge to will depend on z[0] value. Let's paint points z of complex plane into 3 differnt colors depending on root that sequence wi...
First
fixed mandelbrot
start:power -1 end:power 0
Q p
Madelrbot z+200^c
0
Pi in actions!
1:00 Mandelbrot Set Power: 121
Bro actually tried to guess the power
0:02 Mandelbrot Power 2
@Scratch cat diamond is move out 0:03 is The 2.5 Power
Burning ship not created?
When in double speed, SUS
👽👽👽👽👽...
лол болтик ascending
Nice
Nice
get higher iterations
Forget I asked
Bros trying to ask@@celtc7875
en.wikipedia.org/wiki/Newton_fractal