Degree GrantorUniversity of Canterbury
Non-linear dynamics are a vast and complex field, relevant to many scientific disciplines. How systems change within parameter space is fundamental to understanding much real world phenomena, often revealing behaviour more complex than would otherwise be thought. This paper provides an introduction to non-linear dynamics, focusing on fixed points and how systems bifurcate. Three cases studies are provided here, so as to demonstrate these techniques within a framework of particular relevance within New Zealand.
SubjectsField of Research::01 - Mathematical Sciences
- Engineering: Reports