divergentsum

The bifurcation diagram for the logistic map is one of the most intriguing fractals in all of non-linear dynamics. Produced from a simple quadratic iterative scheme, it contains within itself windows of chaos and infinite self-similarity. It also looks quite a bit like a tree! Thus I took some liberties and created this colorful logistic tree which holds the essence of the original diagram while branching out to meet its natural cohort. You'll want to choose a light colored shirt for this one.

Because we are keenly and inherently attuned to the ever increasing entropy of the system in which we find ourselves, our fleeting moments are all the more precious. Entropy is the arrow of time.

Because we are keenly and inherently attuned to the ever increasing entropy of the system in which we find ourselves, our fleeting moments are all the more precious. Entropy is the arrow of time. Tip: This green Entropy looks amazing on a brown shirt!

You'll find Riemann's Zeta Function if you read from the outside in. For the Mathematician, Physicist, or lover of mandalas in your life.

You'll find the Riemann's Zeta Function if you read from the outside in. For the Mathematician, Physicist, or lover of mandalas in your life.

You'll find the Riemann's Zeta Function if you read from the outside in. For the Mathematician, Physicist, or lover of mandalas in your life.

You'll find the Riemann's Zeta Function if you read from the outside in. For the Mathematician, Physicist, or lover of mandalas in your life.

You'll find Riemann's Zeta Function if you read the design from the outside in. For the Mathematician, Physicist, or lover of mandalas in your life.

You will find Stoke's Theorem if you read from the outside in. For the Mathematician, Physicist, or lover of mandalas in your life.

You will find Stoke's Theorem if you read from the outside in. For the Mathematician, Physicist, or lover of mandalas in your life.