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Abstract composition in 3D generated with the OpenSimplex noise generation algorithm.
OpenSimplex noise is an n-dimensional (up to 4D) gradient noise function that was developed in order to overcome the patent-related issues surrounding simplex noise, while likewise avoiding the visually-significant directional artifacts characteristic of Perlin noise.
The algorithm shares numerous similarities with simplex noise, but has two primary differences:
Whereas simplex noise starts with a hypercubic honeycomb and squashes it down the main diagonal in order to form its grid structure,[1] OpenSimplex noise instead swaps the skew and inverse-skew factors and uses a stretched hypercubic honeycomb. The stretched hypercubic honeycomb becomes a simplectic honeycomb after subdivision.[2] This means that 2D Simplex and 2D OpenSimplex both use different orientations of the triangular tiling, but whereas 3D Simplex uses the tetragonal disphenoid honeycomb, 3D OpenSimplex uses the tetrahedral-octahedral honeycomb.[2]
OpenSimplex noise uses a larger kernel size than simplex noise. The result is a smoother appearance at the cost of performance, as additional vertices need to be determined and factored into each evaluation.[2]
OpenSimplex has a variant called "SuperSimplex" (or OpenSimplex2S), which is visually smoother. "OpenSimplex2F" is identical to the original SuperSimplex.
^Ken Perlin, Noise hardware. In Real-Time Shading SIGGRAPH Course Notes (2001), Olano M., (Ed.). (pdf)
^ abcSpirit of Iron: Simplectic Noise Michael Powell's blog
OpenSimplexnoise is an n-dimensional (up to 4D) gradient noise function that was developed in order to overcome the patent-related issues surrounding...
the patent claims, which expired on January 8, 2022. OpenSimplexnoise Isotropy Ken Perlin, Noise hardware. In Real-Time Shading SIGGRAPH Course Notes...
Perlin noise producing similar results with improved complexity scaling include simplexnoise and OpenSimplexnoise. Value noise Simulation noiseSimplex noise...
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learning literature, where stochasticity is explicitly accounted through a noise term. While conventional Gittins indices induce a policy to optimize the...
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