lyapunov functions
Lyapunov functions are mathematical functions used in the field of control theory to analyze the stability of a dynamical system. They quantify the energy or potential of a system and determine if it converges to a stable state or diverges towards instability.
Requires login.
Related Concepts (2)
Similar Concepts
- analytic functions
- euler-lagrange equations
- lagrangian formalism
- liouvillian dynamics
- lyapunov direct method
- lyapunov exponent
- lyapunov exponents
- lyapunov exponents in biological systems
- lyapunov exponents in financial forecasting
- lyapunov exponents in network dynamics
- lyapunov exponents in quantum mechanics
- lyapunov stability in optimal control
- lyapunov stability of time-delay systems
- lyapunov stability theorem
- lyapunov stability theory