Dynamical systems in cosmology
Christian G. Boehmer, Nyein Chan

TL;DR
This chapter introduces the application of dynamical systems techniques to cosmology, providing a self-contained overview suitable for graduate students in applied mathematics and physics.
Contribution
It offers a concise, accessible introduction to how dynamical systems methods can be used to analyze cosmological models, bridging two established fields.
Findings
Provides foundational understanding of dynamical systems in cosmology
Highlights the relevance of mathematical techniques to physical cosmological problems
Serves as a starting point for further research in the interdisciplinary area
Abstract
Cosmology is a well established research area in physics while dynamical systems are well established in mathematics. It turns out that dynamical system techniques are very well suited to study many aspects of cosmology. The aim of this book chapter is to provide the reader with a concise introduction to both cosmology and dynamical system. The material is self-contained with references to more detailed work. It is aimed at applied mathematics and theoretical physics graduate level students who have an interest in this exciting topic.
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