Dynamical System

Dynamical System

The dynamical system is a mathematical formalization for a fixed rule which describes the time dependence of the position of a point in its ambient space. Our online Dynamical System tutors are highly experienced in dealing with Dynamical System homework help and ensure best quality solutions for your Dynamical System assignment. You could also interact with them in online tutoring classes

  • Autonomous and non – Autonomous system
  • Bifurcation theory
  • critical point analysis
  • Damped and undamped dynamical system
  • Deterministic chaos
  • Discrete and continuous dynamical system
  • Hamiltonian systems
  • limit cycle
  • Local and Global Stability
  • Lorentz model
  • Phase – space analysis
  • Saddle bifuration- period doubling and Hopfbifuration
  • Chaos
  • Conservative systems
  • Fixed points and linearization
  • fixed points and stability
  • Flows on the circle
  • Hopf bifurcation
  • Index theory
  • Lienard systems
  • Linear stability analysis
  • Linear systems
  • Nonlinear autonomous systems
  • Pitchfork bifurcation
  • Transcritical and Pitchfork bifurcations
  • Poincare Bendixson theorem