Static Analysis: 23rd International Symposium, SAS 2016, by Xavier Rival

By Xavier Rival

This ebook constitutes the refereed complaints of the twenty third foreign Static research Symposium, SAS 2016, held in Edinburgh, united kingdom, in September 2016.

The 21 papers awarded during this quantity have been conscientiously reviewed and chosen from fifty five submissions. The contributions hide various multi-disciplinary subject matters in summary domain names; summary interpretation; summary trying out; malicious program detection; info circulate research; version checking; new functions; software transformation; software verification; safety research; theoretical frameworks; and sort checking.

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Extra resources for Static Analysis: 23rd International Symposium, SAS 2016, Edinburgh, UK, September 8-10, 2016, Proceedings

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Chatterjee et al. rate of an operation is at least one half” or “the long-run average (or the maximal, or the accumulated) resource consumption is below a threshold”. Automata-based properties. Automata have been one of the standard ways to express specifications of system properties. For example, for Boolean properties, automata provide a robust way to express all ω-regular properties [28], and all formulas expressed in Linear-time Temporal Logic (LTL) can be translated to finite-state ω-automata [26].

We describe below the support provided by the Julia library and then the four scientifically more appealing checkers that have been built over that library. 1 Representation of Java Bytecode The library provides a representation of Java bytecode which is: ready for abstract interpretation: all bytecodes1 are state transformers, including those modelling exceptional paths; the code is a graph of basic blocks; 1 In this article, bytecode refers both to the low-level language resulting from the compilation of Java and to each single instruction of that language.

With LimAvgautomata we can specify the workload of the system, which is defined as the long-term average of difference between requests and grants. Results. The classical decision questions for automata, emptiness and universality have their counterparts in the quantitative framework. , values of all words do not exceed the threshold). The complexity of these problems 30 K. Chatterjee et al. depends on the value function. For the finite words, a comprehensive account of the results is available in [22].

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