Robust eigenvalue assignment by periodic feedback
The invariant polynomial assignment problem for linear periodic discrete-time systems
Balanced reduction of linear periodic systems
For linear periodic discrete-time systems the analysis of the model error introduced by a truncation on the balanced minimal realization is performed, and a bound for the infinity norm of the model error is introduced. The results represent an extension to the periodic systems of the well known results on the balanced truncation for time-invariant systems. The general case of periodically time-varying state-space dimension has been considered.
Input and output decoupling zeros of linear periodic discrete-time systems
On the derivation of a state-space model of a periodic process described by recurrent equations
Output tracking for a family of linear plants
Robust continuous-time tracking and regulation for multirate sampled-data systems
On obtaining the time-invariant associated system of a periodic system through system equivalence
Periodic systems largely system equivalent to periodic discrete-time processes
In this paper, the problem of obtaining a periodic model in state-space form of a linear process that can be modeled by linear difference equations with periodic coefficients is considered. Such a problem was already studied and solved in [r71] on the basis of the notion of system equivalence, but under the assumption that the process has no null characteristic multiplier. In this paper such an assumption is removed in order to generalize the results in [r71] to linear periodic processes with possibly...
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