discrete dynamical systems
Discrete dynamical systems are mathematical models that describe how variables change over time in discrete steps, where the future state of the system depends only on its current state and is not influenced by time in a continuous manner.
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Related Concepts (22)
- attractors
- bifurcation theory
- chaos theory
- cobweb diagram
- complex dynamics
- discrete optimization
- dynamical systems
- fractals
- henon map
- hénon map
- iterated functions
- julia set
- logistic map
- lyapunov exponents
- mandelbrot set
- nonlinear dynamics
- periodic orbits
- poincaré maps
- sensitive dependence on initial conditions
- stability analysis
- strange attractors
- symbolic dynamics
Similar Concepts
- complex dynamical systems
- computation in dynamical systems
- continuous and discrete systems
- continuous-time dynamical systems
- control of dynamical systems
- deterministic dynamical system
- discrete-time chaos
- discrete-time dynamical systems
- dynamical system
- integrability of dynamical systems
- linear dynamical systems
- nonlinear dynamical systems
- nonlinear dynamical systems models
- stability of discrete-time systems
- stochastic dynamical systems