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2. The Partial Differential Equations of Controlled Invariance

3. On the Phase Portrait of the Karmarkar’s Flow

4. Canonical Representations of Nonlinear Discrete-time Systems

5. Nonlinear Systems with Impulsive and Generalized Function Controls

6. Nilpotent Approximations and Optimal Trajectories

7. Nonlinear Control Systems: Topological Properties of Trajectory Space

8. Global Aspects of Feedback Equivalence for a Parametrized Family of Systems

9. Families of Dilations and Asymptotic Stability

10. Stabilization Via Optimization

11. Universal Observability

12. A Note on the Reachable Sets of Control Systems

13. Feedback Equivalence of Planar Systems and Stabilizability

14. A Stochastic Integral Representation for Functionals of Diffusions on Manifolds

15. Limit Sets of Trajectories

16. Controllability, Approximations and Stabilization

18. Stable noninteracting control

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