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# Structure at infinity for discrete time linear periodic systems

## By: Conte, G.; Perdon, A.; Longhi, S.;

1988 / IEEE

### Description

This item was taken from the IEEE Periodical ' Structure at infinity for discrete time linear periodic systems ' The authors introduce a notion of structure at infinity for a special class of linear time-varying systems, namely, discrete-time periodic systems. Also introduced is a sequence of periodic matrices, associated with a given periodic system, which have, in a suitable sense, a sort of Toeplitz structure. The ranks of these matrices are used to define a further r-tuple of integer valued periodic functions which are related by a simple formula to provide an algebraic approach to the notion of structure at infinity.<

**Related Topics**

Periodic Functions

Matrix Algebra

Linear Time-varying Systems

Discrete-time Periodic Systems

Periodic Matrices

Toeplitz Structure

Periodic Structures

H Infinity Control

Time Varying Systems

Control Systems

Feedback

Linear Systems

Discrete Time Systems

Matrix Algebra

Engineering

Structure At Infinity