Dr. Victoria Grushkovskaya

Institute for Systems Theory and Automatic Control, University of Stuttgart
Pfaffenwaldring 9, 70569 Stuttgart, Germany

Institute of Applied Mathematics and Mechanics,
National Academy of Sciences of Ukraine



Mathematical control theory:

  • stabilization of nonlinear systems
  • motion planning for nonholonomic systems
  • convex optimization
  • extremum seeking
  • synchronization problems

Properties of essentially nonlinear systems:

  • asymptotic behavior of solutions 
  • critical cases of stability
  • Lyapunov functions
  • stabilization of systems with uncontrollable linearization

Dynamical systems with strictly monotone measure:

  • attractors of dynamical systems
  • density functions
  • asymptotic stability for almost all initial values