discrete-time dynamical systems
Discrete-time dynamical systems are mathematical models that describe the evolution of a system over time, where the time is measured in discrete steps. These models highlight how the system's state at a given time is determined by its previous state and an input, following a specific set of rules or equations.
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Related Concepts (21)
- bifurcation theory
- chaotic systems
- complex systems
- control and feedback
- control of chaos
- difference equations
- discrete-time chaos
- fractal geometry
- logistic map
- lyapunov exponents
- network dynamics
- nonlinear control
- nonlinear dynamics
- numerical methods
- oscillations
- phase space
- stability analysis
- stability regions
- state space analysis
- synchronization
- time-delay systems
Similar Concepts
- complex dynamical systems
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