What are some mathematical tools used for analyzing dynamic systems?
Some common mathematical tools include differential equations, state-space representation, and control theory.
Can you explain how differential equations are used in this context?
Differential equations model the behavior of dynamic systems by describing how system states change over time.
What is state-space representation?
State-space representation is a mathematical model that describes a system using state variables and equations.
How does control theory apply to dynamic systems?
Control theory focuses on the behavior of dynamic systems and how to manipulate their inputs to achieve desired outputs.
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