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Math Art Inspired by Julio Le Parc

Math Art Inspired by Julio Le Parc
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2019-02-02 11:43
FunctionSequenceGeometric ConstructionSlider Animation
This example demonstrates math art inspired by the works of artist Julio Le Parc, showcasing dynamic transformations and geometric pattern evolution. Core math concepts include fractions, integers, functions, linear regression, conditional probability, and exponentiation. It is constructed using GeoGebra's Sequence and Rotate commands, manipulating objects n, a, L_3, L_2, L_1, L_4, L_5, and the aspect parameter. Suitable for high school students and above, particularly those interested in interdisciplinary connections between mathematics and art, or for educational demonstrations and creative projects.

GeoGebra Commands & Parameters

  1. Sequence(Polygon[(floor(i / n) / n, Mod[i, n] / n), ((floor(i / n) + 1) / n, Mod[i, n] / n), 4], i, 0, a - 1) → L_3
  2. Sequence(Translate[PolyLine[(0, 0), (0, 1), (1, 1), (1, 0), (0, 0)], (floor(i / n), Mod[i, n])], i, 0, n^(2) - 1) → L_2
  3. Sequence(Translate[part[n, i + 1], (floor(i / n), Mod[i, n])], i, 0, n^(2) - 1) → L_1
  4. Rotate(L_1, 180°, (n, n / 2)) → L_4
  5. Rotate(L_2, 180°, (n, n / 2)) → L_5