- From www.edx.org
Nonlinear Differential Equations: Order and Chaos
You can't access an archived course
- 5 Sequences
- Introductive Level
- Starts on June 22, 2016
- Ends on August 30, 2016
Course details
Syllabus
- how to apply the theory of linear systems to nonlinear systems near equilibrium points
- how to use nullclines to simplify phase plane analysis, and discuss systems with conserved quantities, dissipative systems, and gradient systems
- basic understanding of chaotic systems using the Lorenz system as the primary example.
Prerequisite
Instructors
- Paul Blanchard
- Kyle Vigil
Editor
Boston University (BU) is an American university located in Boston. With approximately 4,000 faculty and over 33,000 students, Boston University is the fourth largest private university in the United States, as well as the fourth largest employer in the city of Boston.
The university is one of the most famous and prestigious in the country, attracting students from all over the world. BU's faculty and alumni include 8 Nobel laureates, including Martin Luther King.
Platform
Harvard University, the Massachusetts Institute of Technology, and the University of California, Berkeley, are just some of the schools that you have at your fingertips with EdX. Through massive open online courses (MOOCs) from the world's best universities, you can develop your knowledge in literature, math, history, food and nutrition, and more. These online classes are taught by highly-regarded experts in the field. If you take a class on computer science through Harvard, you may be taught by David J. Malan, a senior lecturer on computer science at Harvard University for the School of Engineering and Applied Sciences. But there's not just one professor - you have access to the entire teaching staff, allowing you to receive feedback on assignments straight from the experts. Pursue a Verified Certificate to document your achievements and use your coursework for job and school applications, promotions, and more. EdX also works with top universities to conduct research, allowing them to learn more about learning. Using their findings, edX is able to provide students with the best and most effective courses, constantly enhancing the student experience.