In a compositional framework, they can be used to approximate interconnections of systems based on approximations of the individual components.
In contrast to standard small-gain theorems that require global asymptotic stability of each interacting component in the absence of inputs, we consider interconnections of systems that can be critically stable and have infinite input-output L∞ gains.
Our results could be initially explained on the basis of the interconnection of sympathetic system, immune system and psychological well-being, so that the effect of the relaxation training on the sympathetic system is associated with a decline in psychological distress that persists over time, albeit not significantly, and a modulation of immune activity.
A sufficient condition for the stability of a system resulting from the interconnection of dynamical systems is given by the small gain theorem.
As the number of SOC blocks continues to increase, efficient interconnection of all system blocks and system-level modeling of the resulting complex systems become ever more important.
On the other hand, port-controlled Hamiltonian systems (PCHS) describe, in a modular, network-like way, the interconnection of physical systems using the transfer of energy as the unifying concept.
Our ability to have the society we have depends on the interconnection of those systems.
First, a relationship between the rational Bezout equation and a combined serial/parallel interconnection of linear systems is established.
The digitization of transactions and the interconnection of banking systems with transaction processors can speed the entire payment and reimbursement process, making life easier for both merchants and banks.
Therefore the 5 test models plus the model for interconnection of power systems addressed in [25] can be considered as appropriate to meet the most DC grid application scenarios.
