The aim of this technical note is to provide an efficient control design technique for discrete-
time positive periodic systems. In particular, stability, positivity and periodic invariance of …

This paper investigates the input‐output gains, including ℓ 1‐and ℓ∞‐gains and L 1‐and
L∞‐gains, of discrete‐time and continuous‐time positive periodic systems. For the discrete …

The paper is concerned with the stabilization of positive periodic piecewise linear systems
composed of not all Hurwitz stable subsystems. By employing a periodic time-segment …

Convolutional codes are discrete linear systems over a finite field and can be defined as Fd-
modules, where Fd is the ring of polynomials with coefficient in a finite field F. In this paper …

This paper discusses non-negativity and positivity concepts and related properties for the
state and output trajectory solutions of dynamic linear time-invariant systems described by …

This paper discusses nonnegativity and positivity concepts and related properties for the
state and output trajectory solutions of dynamic linear time-invariant systems described by …

The main subject of the paper is the description and determination of the impedance
operator of a linear periodically timevarying (LPTV) one-port network in the steady-state. If …

The paper is concerned with the finite-time boundedness with the L 1 gain performance of
the positive periodic linear systems. By the construction of periodic time-segment based time …