Wuwei
Gold Member
- Apr 18, 2015
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An eight dimensional algebraic space undergoing certain mathematical (fractal) transformations can be unimaginably complex. A slice through two of the dimensions can form an image. There are virtually an infinite ways of slicing the space and forming a tremendous variety of images. A sequence of slices can form a video.
This is the eleventh video in a series. It focuses on the serene side of fractals in an 8-D Octonion Algebra. The videos are HD size. Details can be seen better if it is expanded to full screen. Also turn on the sound.
This is the eleventh video in a series. It focuses on the serene side of fractals in an 8-D Octonion Algebra. The videos are HD size. Details can be seen better if it is expanded to full screen. Also turn on the sound.