Observable behavior of distributed systems: Component reasoning for concurrent objects

Distributed and concurrent object-oriented systems are difficult to analyze due to the complexity of their concurrency, communication, and synchronization mechanisms. Rather than performing analysis at the level of code in, e.g., Java or C++, we consider the analysis of such systems at the level of an abstract, executable modeling language. This language, based on concurrent objects communicating by asynchronous method calls, avoids some difficul-ties of mainstream object-oriented programming languages related to compositionality and aliasing. To facilitate system analysis, compositional verification systems are needed, which allow components to be analyzed independently of their environment. In this paper, a proof system for partial correctness reasoning is established based on communication histories and class invariants. A particular feature of our approach is that the alphabets of different objects are completely disjoint. Compared to related work, this allows the formulation of a much simpler Hoare-style proof system and reduces reasoning complexity by significantly simplifying formulas in terms of the number of needed quantifiers. The soundness and rel-ative completeness of this proof system are shown using a transformational approach from a sequential language with a non-deterministic assignment operator