23 results on '"Shorten, Robert"'
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2. On convergence rates of simultaneously triangularizable switched linear systems
3. On common quadratic Lyapunov functions for pairs of stable LTI systems whose system matrices are in companion form
4. ℋ2 and ℋ∞ analysis and state feedback control design for discrete-time constrained switched linear systems.
5. ON SOURCE-TERM PARAMETER ESTIMATION FOR LINEAR ADVECTION-DIFFUSION EQUATIONS WITH UNCERTAIN COEFFICIENTS.
6. A Note on Recursive Schur Complements, Block Hurwitz Stability of Metzler Matrices, and Related Results.
7. Characterising discrete-time linear systems with the “mixed” positive real and bounded real property.
8. A design methodology for switched discrete time linear systems with applications to automotive roll dynamics control
9. On the simultaneous diagonal stability of a pair of positive linear systems
10. A unifying framework for the SISO circle criterion and other quadratic stability criteria.
11. A proof of global attractivity for a class of switching systems using a non‐quadratic Lyapunov approach.
12. Extensions of “Padé Discretization for Linear Systems With Polyhedral Lyapunov Functions” for Generalized Jordan Structures.
13. A Nonconservative LMI Condition for Stability of Switched Systems With Guaranteed Dwell Time.
14. Padé Discretization for Linear Systems With Polyhedral Lyapunov Functions.
15. Hurwitz Stability of Metzler Matrices.
16. On Convergence Rates of Simultaneously Triangularizable Switched Linear Systems.
17. A Result on Common Quadratic Lyapunov Functions.
18. A test for determining systems with “mixed” small gain and passivity properties
19. Quadratic Lyapunov functions for systems with state-dependent switching
20. A control design method for a class of switched linear systems
21. SPR based design conditions for quadratic stability of multi-mode switched linear systems.
22. On the quadratic stability of switched linear systems associated with symmetric transfer function matrices.
23. On interconnections of “mixed” systems using classical stability theory
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