Formulations of open physical systems within the framework of Non-Equilibrium
Reversible/Irreversible Coupling (associated with the acronym" GENERIC") is related in this …

Aim of this paper is to show how the Dirac structure properties can be exploited in the
development of energy-based boundary control laws for distributed port-Hamiltonian …

Dirac structures are used to mathematically formalize the power-conserving interconnection
structure of physical systems. For finite-dimensional systems several representations are …

The main objective of this paper is to provide range-type criteria for the self-adjointness of
symmetric linear relations and for the skew-adjointness of skew-symmetric linear relations in …

Banach Dirac bundles are introduced within the framework of infinite-dimensional Banach
manifolds and their basic properties are derived. Banach Lie algebroids are geometrical …

Dirac structures are used as the underlying structure to mathematically formalize port-
Hamiltonian systems. This note approaches the Dirac structures for infinite-dimensional …

Aim of this paper is to show how the Dirac structure properties can be exploited in the
development of energy-based boundary control laws for distributed port-Hamiltonian …

The scope of this paper is to show how to exploit the properties of the Stokes–Dirac structure
in the development of energy-based boundary control laws for distributed port-Hamiltonian …

This dissertation describes a networking approach to infinite-dimensional systems theory,
where there is a minimal distinction between inputs and outputs. We introduce and study two …

By exploiting the properties of the geometric structure of a port-Hamiltonian system, a
general methodology for the definition of a new control port that allows to solve the so-called …