Mandelbrot set rendering on the complex plane: The complexity sciences attach significance to the complex plane on which the Mandelbrot set is typically rendered. Speculatively three such images may be displayed in a mutually orthogonal configuration as shown below, and discussed separately (Mandelbrot sets rendered in a mutually orthogonal configuration of 3 complex planes, 2019) Interactive 3D demos (click to access)
(note a colouring issue in X3DOM): | Indicative screen shots / animations (click for 3D) |
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Szilassi polyhedron: This unusually asymmetric polyhedron offers interesting possibilities when 6 of them are configured in rotation in a ring, as discussed separately (Association of the Szilassi polyhedron with cube inversion, Dynamics of discord anticipating the dynamics of concord, 2018)
Interactive 3D demos (click to access)
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Nesting Platonic pokyhedra: Relative movement of nested Platonic polyhedra: pumping and rotation (2015)
Interactive 3D demos (click to access)
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Polyhedral edge displacement: These models focus on the drilled truncated cube within which a simple cube can be understood as nested, as discussed separately (Psychosocial Implication in Polyhedral Animations in 3D, 2015)
Interactive 3D demos (click to access)
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Coronavirus as a spherical mandala? The potential symbolic significance for a global civilization of the spherical form of
