posted on 2012-01-16, 10:27authored byManuel Mora, Ovsei Gelman, Rory V. O'Connor, Francisco Alvarez Jorge Macias
The general aim of Systems Engineering (SE) and Software Engineering (SwE) is the
definition, development and deployment of large-scale cost-effective and trustworthy
integrated systems and software-intensive systems respectively. In pursuit of this aim,
both disciplines have generated models and standards of processes to guide and control
the engineering and managerial activities involved in the creation of such systems.
Furthermore, the increasing complexity of software-intensive systems has fostered the
interdisciplinary research between SwE and SE disciplines toward a joint Systems
Software Engineering (SSwE). In turn, the Information Technology and Systems (IT&S)
field, focused mainly in the management and evaluation of IT-intensive systems, is
highly dependent on the engineering activities conducted in SwE and SE fields. Despite this linkage, IT&S has generated its own set of models and standards of processes and not explored the conceptual relationship with the SwE and SE models and standards. This paper is concerned with the integration of SE and SwE to cope with complex softwareintensive systems and explores the premise of that the incorporation of a SE-based philosophy and principles in the engineering and management of large-scale and complex IT-systems can enhance these processes. This paper first establishes the relationship between the concepts of process, system and service from a Systems Approach perspective and then develops a conceptual framework -also founded in the Systems Approach- to compare the main models and standards of processes internationally
reported for the SE, SwE and IS disciplines. Despite the resultant strategic and nondetailed perspective used through a Systems Approach, we claim this framework
provides the methodological bases for increasing the mutual understanding of these
models and standards between the practitioners and researchers of the three disciplines. This paper concludes with recommendations for refining the framework and continuing this research.
Funding
U.S.-Hungary Cooperative Mathematical Research on Vilenkin- Fourier Series