dynamical-systems
Articles
- Homoclinic connection
- MicromagneticsMagnetism of sub-micron scales
- Homoclinic orbitClosed loop through a phase space
- Invariant manifoldTopological manifold that is invariant under the action of dynamical system
- Krylov–Bogoliubov averaging method
- Marginal stabilityDynamical system which is neither asymptotically stable nor unstable
- Outer billiards
- Feigenbaum constantsMathematical constants related to chaotic behavior
- Orbit portrait
- Differential variational inequality
- Nekhoroshev estimatesResult in theory of Hamiltonian systems
- Euler's DiskScientific educational toy
- Slow manifold
- Irrational rotationRotation of a circle by an angle of π times an irrational number
- Invariant manifoldTopological manifold that is invariant under the action of dynamical system
- Krylov–Bogoliubov averaging method
- Heteroclinic orbitPath between equilibrium points in a phase space
- Fermi–Ulam modelDynamical system
- Stable manifold theoremResult in dynamical systems theory
- Rational dependence
- Time reversibilityType of physical or mathematical property
- Isochron
- Rational dependence
- Rotational–vibrational couplingWhen the angular frequency of a system matches its natural vibrational frequency
- Stable manifold theoremResult in dynamical systems theory
- Quasiperiodic motionType of motion that is approximately periodic
- Center manifoldMathematical concept
- Inertial manifold
- Rotational–vibrational couplingWhen the angular frequency of a system matches its natural vibrational frequency
- Method of averaging
- Invariant measureConcept in mathematics
- Homoclinic connection
- Slow manifold
- Exponential stabilityContinuous-time linear system with only negative real parts
- Orbit (dynamics)Set of points linked through the evolution function of a dynamical system
- Homoclinic connection
- Nekhoroshev estimatesResult in theory of Hamiltonian systems
- Euler's DiskScientific educational toy
- MicromagneticsMagnetism of sub-micron scales
- Homoclinic orbitClosed loop through a phase space
- Crisis (dynamical systems)
- Lyapunov timeTimescale of dynamical systems
- Lagrangian coherent structureDistinguished surfaces of dynamic trajectories
- Rulkov mapMap used to model a biological neuron
- Lyapunov exponentRate of separation of infinitesimally close trajectories
- Linear dynamical systemType of mathematical system
- Lyapunov timeTimescale of dynamical systems
- Lagrangian coherent structureDistinguished surfaces of dynamic trajectories
- Rulkov mapMap used to model a biological neuron
- Lyapunov exponentRate of separation of infinitesimally close trajectories