Saara Lehto
As a mathematician and as an artist, I enjoy the actualization of an abstract idea (or it's shadow) into a physical form by creating, inhabiting or experiencing the idea inside myself or through what I am doing.
The artwork depicts least common multiples (lcm) and divisibility. The visualization method by Saara Lehto, Anne-Maria Ernvall-Hytönen and Tommi Sottinen is called Divisible Skylines: for integers n and m, towers of height n are drawn on multiples of n and towers of height m are drawn on multiples of m until the towers meet at lcm(n,m).
The outside circle of the artwork shows the Divisible Skyline of 2, 3, 4, 5, 6 and 8 with differently styled towers. Inside the circle, a necklace demonstrates the skyline of integers 3, 5, 6 and 10 with circles, and the background is made of overlapping circle skylines of integers 2, 3, 4, 6 and 8.
Divisible Skylines can be played with at:
https://octave-online.net/bucket~H1hqhpaB1cGjuzcAANezHq
For this piece I was searching for a fractal shape that would have a distinctive self-similarity, yet be new and original as artwork. The work is inspired by stained glass rose windows.