Numbers can surprise us when they take shape.
What seems like a plain factorization —1024 = 2¹⁰— unfolds into a rich moaic through my integer factorization tiling method (1024 splits by factors [8, 4, 4, 4, 2]) #GenerativeArt#MathArt#DigitalArt#CreativeCoding
Today’s date (28.09.25) was too tempting not to factorize✨
Using my integer factorization tiling method, every integer N becomes a tiling of N pieces, split by its factors.
For today: N = 6300→[7, 4, 3, 3, 5, 5]
Have a nice factorized day!
#GenerativeArt#MathArt#DigitalArt
Math Season's greetings with my tree made from 2025 tiles, arranged according to prime factorization 3^4 5^2, coloured in Z/81Z x Z/25Z (Hue, Brightness)
" #MathArt from Roman times ", my picture of a perfectly preserved floor from Museo di Santa Giulia (Brescia / Italy). A part of the Museum site contains original Roman houses in the underground! #math#tilings#art
I'm excited to announce my solo art exhibition, "Pi and Other Delights" at the National Museum of Mathematics (@MoMath1) in New York City. The show opens tomorrow and will be up until the end of August. See https://t.co/OcFBqSE1ax for more details.