Sierpinski triangles for mid-infrared sensing Fractals are becoming popular for when it comes to designing microwave and radio-frequency antennas thanks to their “self-similarity” that allows the ...

The Sierpinski Triangle is a 2-state automaton since the pattern is formed involving the powers of the polynomial r (x) = 1+x divided by modulus 2. As for a mod 3 automaton, it involves the powers of ...

Intrigued by the idea of transforming the analyzed circuit into a fractal, the Cracow researchers attempted to recreate patterns of the Sierpinski triangle with inductors and capacitors.

They discovered a microbial enzyme—citrate synthase from a cyanobacterium—that spontaneously assembles into a pattern known as the Sierpinski triangle.

The fixed set of repeating triangles is named for Polish mathematician Waclaw Sierpinski, who identified the pattern in 1915.