Cantor set deconstructed Cantor set deconstructed
C-5 - The Math-Art series

Cantor set deconstructed

Sierpinski square fractal

Jean Constant
    • 29,99 €
    • 29,99 €

Publisher Description

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.

    • GENRE
    Arts & Entertainment
    RELEASED
    2018
    10 June
    LANGUAGE
    EN
    English
    LENGTH
    48
    Pages
    PUBLISHER
    Hermay NM
    SIZE
    111.6
    MB

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