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Generalized algebraic deadlock avoidance policies (DAPs) for sequential resource allocation systems (RASs) have recently been proposed as an interesting extension of the class of algebraic DAPs, that maintains the analytical representation and computational simplicity of the latter, while it guarantees completeness with respect to the maximally permissive DAP. The authors' original work that introduced...
In order to make the methods suitable to complex real-time systems (CRS), it is necessary to reduce the complexity of CRS with a large number of heavily interacting mobile agents over spatial-temporal space. To demonstrate the necessity of the reduction, this paper presents a new formal method, namely, calculus of real-time distribution, mobility, and interaction (CARDMI). In CARDMI, the spatial requirements...
Generalized algebraic deadlock avoidance policies (DAPs) for sequential resource allocation systems (RAS) have recently been proposed as an interesting extension of the class of algebraic DAPs, that maintains the analytical representation and computational simplicity of the latter, while it guarantees completeness with respect to the maximally permissive DAP. The original work of S. Reveliotis, et...
Currently, one of the most actively researched approaches regarding the design of deadlock avoidance policies for sequential resource allocation systems is based on concepts and techniques provided by the, so called, theory of regions, that addresses the broader problem of synthesizing PN models with pre-specified behaviors. However, one limitation of the theory of regions and its aforementioned derivatives...
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