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Augmented marked graphs possess a special structure for modelling common resources as well as some desirable properties pertaining to liveness, boundedness, reversibility and conservativeness. This paper investigates the property-preserving composition of augmented marked graphs for the synthesis of distributed systems. It is proposed that distributed system components are specified as augmented marked graphs. An integrated system is obtained by composing these augmented marked graphs via their common resource places. Based on preservation of properties, liveness, boundedness, reversibility and conservativeness of the system can be readily derived.
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