F From Hypercubes
Four-dimensional space is partitioned into regular hypercubes with random colors.
Let F be any function that maps four-dimensional space to colors.
rgb = F(w,x,y,z)
Then the function
H(U,V) = F[sin(2πU),cos(2πU),sin(2πV),cos(2πV)]
creates a
seamless texture.
An implementation in python is given
here.
F From Hypercubes |
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Four-dimensional space is partitioned into regular hypercubes with random colors. |
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F From Hyperballs |
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A set of hyperballs of the same radius have random centers and random colors. |
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F From a Voronoi Partition |
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Four-dimensional space is partitioned into Voronoi regions based on randomly chosen points. Each region has a random color. |
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F From Light Rays |
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Light rays with random colors emanate from randomly chosen points with falling intensity. |
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