10 Tuloksia löytyi "Tiedosto:Harter-Heighways_dragon_curve_(3D_twist).jpg".

Tiedosto:Harter-Heighways dragon curve (3D twist).jpg

Harter-Heighways dragon curve, a fractal, here it's twisted into three dimensions. The image was created from using a "iterated function system", (IFS)...

Tiedosto:Harter-Heighways dragon curve (IFS).jpg

Harter-Heighways dragon curve, a fractal. The image was created from using a "iterated function system", (IFS). See also: w:en:Dragon curve w:en:Iterated...

Tiedosto:Dragon trees.jpg

See also: Solkoll & Solkoll 2D See also: w:en:L-system w:en:Dragon curve English various trees generated using an L-System...

Tiedosto:Lévy's C curve (3D-goggles).jpg

Lévy's C curve, a fractal. Here it's twisted into three dimensions and also over-scaled, (normally 1 / s q r t ( 2 ) {\displaystyle 1/sqrt(2)} , here...

Tiedosto:Lévy C curve (3D-twist).jpg

Lévy C curve, a fractal. Here it's twisted into three dimensions and also over-scaled, (normally 1 / s q r t ( 2 ) {\displaystyle 1/sqrt(2)} , here 1...

Tiedosto:3D Julia variation (Apparence by position).jpg

Reversed Julia set - 3D variation. See also: Solkoll & Solkoll 2D English determination method: SHA-1...

Tiedosto:3D Julia variation set b 8x (Apparence by position).jpg

Reversed Julia set - 3D variation. See also: Solkoll & Solkoll 2D English determination method: SHA-1...

Tiedosto:3D Julia variation set a 2x (Apparence by position).jpg

Reversed Julia set - 3D variation. See also: Solkoll & Solkoll 2D English determination method: SHA-1...

Tiedosto:3D Julia variation set b 2x (Apparence by position).jpg

Reversed Julia set - 3D variation. See also: Solkoll & Solkoll 2D English determination method: SHA-1...

Tiedosto:Heavy Lévy.jpg

Lévy C-curve, a fractal. Here a center sphere is used as the "parameter" that is converged in 18 levels using a two rule iterated function system. The...

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