#MathArtMarch Day 5: Discovery
Julia is the Solution
This work pays homage to Julia Robinson (1919–1985). Her work was a critical component in discovering a proof (negatively) of Hilbert's tenth problem.
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#MathArtMarch Day 4: Swirly
Here are 89 circles on a phyllotactic spiral. Part of an ongoing series of artworks expressing the positive integers as a geometric arrangement of identical simple visual elements.
http://drmathart.com/Artwork/N0001-0100/
#MathArt

#MathArtMarch Day 3: Nature
Swirling Snowflakes
It wasn't until the early 1900s that scientists began to understand the nature of frozen water crystals that leads to their beautiful structure.
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Still catching up with early #MathArtMarch themes.

#MathArtMarch Day 2: On a Square Grid
Here are 41 superellipses on a rotated square grid. Part of an ongoing series of artworks expressing the positive integers as a geometric arrangement of identical simple visual elements.
http://drmathart.com/Artwork/N0001-0100/
#MathArt

#MathArtMarch Day 27: Tangled
Tangled and Embrangled Hair Day (V2)
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#MathArtMarch Day 27 (Tangled)
Some tweaks to the Sierpiński gasket #fractal get you a triangular lace doily.
#mathart #fractals #fractalart #PowerPoint

#MathArtMarch Day 22: Hexagon
A diversity of hexagons.
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#MathArtMarch Day 20: Repetition
The binary representation of 2^n-1 is a repetition of n 1s. It is a Mersenne prime if 2^n-1 is prime (shown in white); n must also be prime. Other prime lengths are light gray and composite lengths are dark gray.
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#MathArtMarch Day 19: Forty-Two
Here are 42 ellipses in a flower of life pattern. Part of an ongoing series of artworks expressing the positive integers as a geometric arrangement of identical simple visual elements.
http://drmathart.com/Artwork/N0001-0100/
#MathArt