The authors study the stability of linear systems whose dynamics are described by systems
of conformable fractional differential equations. They provide a framework in terms of …

In this paper we extend the previously introduced class of boundary port-Hamiltonian
systems to boundary control systems where the variational derivative of the Hamiltonian …

We study the stability of switched systems whose dynamic modes are described by systems
of higher-order linear differential equations not necessarily sharing the same state space …

Fatigue tests on unnotched and notched composite laminates under compressive cyclic
loading have been carried out. The damage mechanism is discussed, and it is seen that the …

The dissipativity concept sits at the intersection of physics, systems theory, and control
engineering as a natural generalization of passive systems that dissipate energy. It relates …

This paper focuses on computational aspects of the realization of nonlinear multi-input multi-
output systems. Instead of the algorithmic solutions, provided in earlier works, the explicit …

The authors develop a dissipativity theory for switched systems whose dynamical modes are
described by systems of higher order linear differential equations. They give necessary and …

We explore some connections between the Loewner approach to interpolation and
realization, and that based on bilinear differential forms arising in the behavioral framework …

The Loewner approach, based on the factorization of a special-structure matrix derived from
data generated by a dynamical system, has been applied successfully to realization theory …

We illustrate a novel design methodology for the stabilization of power converters with
constant-power loads by passive damping. In our formulation of the problem we allow the …