The Neurocycle: Day 34 of 63

The Sierpinski Triangle Sierpinski was a Polish mathematician who expressed in numbers the intricate, self-repeating patterns that occur when you split an equilateral triangle into smaller triangles using the midpoints of edges. As far as I know he was the first to show this mathematically, but he was nowhere near the first to express thisContinue reading “The Neurocycle: Day 34 of 63”

The Neurocycle: Day 33 of 63

The Mandelbrot Set In nature there are patterns that repeat, sometimes at many different scales within the same structure. Look at a seashell or a fern frond and you can see evidence of this. I’m not any kind of mathematician, math scientist or math student, so I’m very limited in how much I can intelligentlyContinue reading “The Neurocycle: Day 33 of 63”