Mixing and Control - Mathematical Control Theory for Stochastically Perturbed Dynamical Systems

Mixing and Control - Mathematical Control Theory for Stochastically Perturbed Dynamical Systems

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Simultaneous Control of Ensembles of Dynamical Systems

15 of 18

15 of 18

Simultaneous Control of Ensembles of Dynamical Systems

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Mixing and Control - Mathematical Control Theory for Stochastically Perturbed Dynamical Systems

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  1. 1 Mixing for nonlinear PDEs, perturbed by bounded random forces - I
  2. 2 Introduction to Geometri Control Theory - I
  3. 3 Mixing for nonlinear PDEs, perturbed by bounded random forces - II
  4. 4 Introduction to Geometric Control Theory - II
  5. 5 Introduction to Geometric Control Theory - III
  6. 6 Mixing for nonlinear PDEs, perturbed by bounded random forces - III
  7. 7 Introduction to Geometric Control Theory - IV
  8. 8 Mixing for nonlinear PDEs, perturbed by bounded random forces - IV
  9. 9 A Controllability Approach to SDEs Driven by Degenerate Noises and Applications to ...
  10. 10 On the Growth of Sobolev Norms of a Stochastic CGL Equation with Arbitrary...
  11. 11 Quaternionic Brownian Windings
  12. 12 Heat and Schroedinger Evolution on Degenerate Riemannian Structures
  13. 13 Control theory and large deviation principles for PDEs
  14. 14 Stabilization of Nonlinear Systems by Oscillating Controls with Application...
  15. 15 Simultaneous Control of Ensembles of Dynamical Systems
  16. 16 Solving the 4NLS with White Noise Initial Data
  17. 17 Ergodicity for the Randomly Forced Navier-Stokes System...
  18. 18 Invariants States in Stochastically Forced Boussinesq Equations

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