This art - math work is a three-dimensional object that describes a fractal convergence (Julia's group) following a 3D expression presented by a series of 22 different and parallel planes. These planes are built from 22 Perspex frames. On each Perspex engraved shape, the shape is obtained by changing the constant C from 0.6 to 1.4 in equal jumps. Together, a three-dimensional shape is created and gives a glimpse of the fractal in all three-dimensional sides.

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More information and publications:

http://gallery.bridgesmathart.org/exhibitions/2020-bridges-conference/limor-even-cohen

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https://www.hit.ac.il/General-Studies/news/symmetry_and_fractals 

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https://cohensl.wixsite.com/3d-fractal

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https://www.hit.ac.il/General-Studies/news/symmetry_and_fractals

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חולון

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