Introduction to Complexity: Universality in Chaos

These are videos from the Introduction to Complexity course hosted on Complexity Explorer. You will learn about the tools used by scientists to understand complex systems. The topics you'll learn about include dynamics, chaos, fractals, information theory, self-organization, agent-based modeling, and networks. You’ll also get a sense of how these topics fit together to help explain how complexity arises and evolves in nature, society, and technology.
This course was developed by professor Melanie Mitchell, and is based on her book Complexity: A Guided Tour.

[@sloaiza81]

Good job. Wonderful topic. Wish more people knew that the economy, weather, and immune system were nonlinear systems with chaotic properties

[@redhukrishnanr871]

Great lecture.... So elegantly explained

[@MA4TU2]

Good teacher.

[@izikarasu5896]

If there are limited number of bifurcation points, R(n) cannot exist for infinite values of n. In Feigenbaum’s limit n needs to be infinite. Can someone please clarify ?

[@KhangNguyen-wj5jd]

Theoretically, can we have an accurate measure to infinite decimal places?