Cantor set deconstructed: Sierpinski square revisited
Jean Constant
Jun 2018 · The MATH-ART series Book 5 · Hermay NM
Ebook
33
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About this ebook
Cantor set revisited according to the Sierpinski square-recursion fractal. 20 mathematical visualizations enhanced by mixing the resulting geometry with various optical illusions. The gallery portfolio is followed by a detailed report on the technical process, the illusions sources and an original multimedia file combining different elements of the portfolio. The images in this book are available, large format, @ http://bit.ly/JCArtGallery
About the author
Jean Constant is an artist, researcher, and past-professor of Visual Communication. His interest in Science and Art led him to conduct extensive research in Mathematics, Science, and Art that he uses in the classroom, in lectures and exhibits.
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