Dominique Luzeaux

A Formal Foundation of Systems Engineering

In this paper we discuss a formal foundation of systems engineering based on category theory. The main difference with other categorical approaches is the choice of the structure of the base category (symmetric monoidal or compact closed) which is, on the one hand, much better adapted to current modeling tools and languages (e.g. SysML), and on the other hand is canonically associated to a logic (linear logic or fragments thereof) that fits better with systems engineering. Since that logic has also a rich proof theory, this allows us to propose a global formal framework that encompasses: system modeling, system specification, and property verification.

SoS and Large-Scale Complex Systems Architecting

In the last decades, the systems designed in the following domains (banking, health, transportation, space, aeronautics, defense...) have been increasingly larger. With the growing maturity of information and communication technologies, systems have been interconnected within growing networks, yielding new services through combination of the system functionalities. This leads to an increasing complexity that has to be managed in order to take advantage of these system integrations. More broadly, the need to ensure the interoperability of systems with varied origins, not designed for interoperability, in order to valorize existing systems which are not best suited to current operational needs, calls for system-of-systems engineering practices.

Large scale Complex Systems and Systems of Systems Engineering: Case Studies: Luzeaux/Large scale Complex Systems and Systems of Systems Engineering

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