**Gjerrit's reports and papers
**

Yes, I know, it should be updated.
The file gjerrit.bib contains references
of my reports and papers in BibTeX format.

### Thesis:

### A selection of papers and technical reports

- Polynomial methods in H-infinity-optimal control
- H-infinity-optimal control and behaviors
- Strict passivity in the frequency domain
- On strict passivity and its application to
interpolation and H-infinity control
- On H-infinity-optimal solutions to two-block problems
- Polynomial solutions to H-infinity problems
- Optimal solutions to a two-block H-infinity problem
- J-spectral factorization and equalizing
vectors
- J-spectral factorization and equalizing
vectors---The extended remix
- Corrections to "On the structure of
H-infinity control systems and related
extensions"
- Elementary proof of the Routh-Hurwitz
test
- Unstable and nonproper weights in
H-infinity control
- Some properties of an upper bound of mu
- A dual formulation of mixed mu and the
losslessness of (D,G)-scaling
- On a key sampling formula relating the
Laplace and Z transforms
- Robustness of the stability of feedback
systems with respect to small time-delays
- On H-infinity control for dead-time
systems
- The standard H-infinity control problem for dead-time systems (Corrected version)
- On stability robustness with respect to LTV uncertainties
- Inverse Problems in 2-norm and infinity-norm
Controller Synthesis
- Control of Systems with I/O Delay via Reduction to a One-Block Problem
- On the standard
*H_2* problem
- When does the
*H_infinty* fixed-Lag smoothing
performance saturate
- A Nehari theorem for continuous-time FIR systems
- Moelja & Meinsma: "Parametrization of stabilizing controllers for systems
with multiple i/o delays"
- Verwoerd, de Vries & Meinsma: "A class of non-contractive, trial-dependent update rules for iterative learning"
- Verwoerd, de Vries & Meinsma: "On the parameterization of all admissible pairs in a class of CCF-ILC iterations"
- Moelja & Meinsma: "Optimal control of systems with multiple I/O delays: time domain approach"
- Meinsma & Mirkin: "H-infinity Control of Systems with Multiple I/O Delays via Decomposition to Adobe Problems",
*IEEE Trans.Automat.Control*, vol. 50, no. 2, pp. 199--211, 2005
- Meinsma & Mirkin, "H-infinity control of systems with multiple
I/O delays. Part II: simplifications." To be published
- Meinsma & Mirkin, "Sampled signal reconstruction via
*H2* optimization." Submitted

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