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

Cantor set deconstructed

Sierpinski square fractal

    • ‏28٫99 US$
    • ‏28٫99 US$

وصف الناشر

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.

  • النوع
    الفنون والترفيه
    تاريخ النشر
    ٢٠١٨
    ١٠ يونيو
    اللغة
    EN
    الإنجليزية
    عدد الصفحات
    ٤٨
    الناشر
    Hermay NM
    البائع
    Jean Constant
    الحجم
    ١١١٫٦
    ‫م.ب.‬
    Fragments of Infinity Fragments of Infinity
    ٢٠٠٨
    Shadows of Reality Shadows of Reality
    ٢٠٠٨
    Mathematics in the Visual Arts Mathematics in the Visual Arts
    ٢٠٢٠
    Hyperseeing : May/June 2008 Hyperseeing : May/June 2008
    ٢٠١١
    Cybernethisms Cybernethisms
    ٢٠١٥
    Digital Art, Aesthetic Creation Digital Art, Aesthetic Creation
    ٢٠١٨
    The Riemann       conundrum The Riemann       conundrum
    ٢٠١٨
    Modern Sangaku Modern Sangaku
    ٢٠١٨
    Prime Number Geometry Prime Number Geometry
    ٢٠٢٤
    The Knot Geometry Journey - Part I The Knot Geometry Journey - Part I
    ٢٠٢١
    Pattern Recognition Pattern Recognition
    ٢٠١٨
    HyperbolaeOpen curves HyperbolaeOpen curves
    ٢٠١٨
    Boy singular surfaces Boy singular surfaces
    ٢٠١٨
    The Mathematical Surfer The Mathematical Surfer
    ٢٠١٨
    Modern Sangaku Modern Sangaku
    ٢٠١٨
    Pattern Recognition Pattern Recognition
    ٢٠١٨
    Flower Geometry Flower Geometry
    ٢٠٢١
    The Knot-Geometry journey - Part II The Knot-Geometry journey - Part II
    ٢٠٢١