fixed points
Fixed points refer to specific values in a mathematical equation or function that do not change when the equation or function is inputted into itself. In other words, fixed points are values that remain unchanged as a result of the operation or transformation defined by the equation or function.
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Related Concepts (23)
- attractors
- autonomous systems
- bifurcations
- chaos theory
- control theory
- convergence analysis
- dynamical systems
- eigenvalues
- equilibrium points
- julia sets
- linear algebra
- lyapunov stability
- nonlinear dynamics
- nonlinear systems
- periodic orbits
- periodic points
- poincaré maps
- point attractors
- stability analysis
- stability and bifurcation analysis
- stability regions
- stability theorems
- stable manifolds