New PDF release: Static Analysis: 23rd International Symposium, SAS 2016,

By Xavier Rival

ISBN-10: 3662534126

ISBN-13: 9783662534120

ISBN-10: 3662534134

ISBN-13: 9783662534137

This e-book constitutes the refereed court cases of the twenty third overseas Static research Symposium, SAS 2016, held in Edinburgh, united kingdom, in September 2016.

The 21 papers offered during this quantity have been rigorously reviewed and chosen from fifty five submissions. The contributions conceal numerous multi-disciplinary issues in summary domain names; summary interpretation; summary trying out; trojan horse detection; info move research; version checking; new purposes; software transformation; software verification; safety research; theoretical frameworks; and kind checking.

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

Example text

Is presented on the right. 1 NWA of Bounded Width In this section we define a subclass of NWA, called NWA of bounded width, and we discuss properties of this subclass. Bounded width. An NWA has bounded width if and only if there exists a bound C such that in every run at every position at most C slave automata are active. Example 7 (Non-overlapping ART). Consider the NWA A from Example 6 depicted in Fig. 5, which does not have bounded width. The run in Fig. 5 has width at least 4, but on word r eqg rar eq2 g rar eq3 g ra .

Note that ART of a word can be unbounded, whereas weighted ω-automata with the limit average value function return values which are bounded by the value of the maximal weight in the automaton. Therefore, the ART property cannot be expressed by weighted ω-automata with the limit average value function or any other value function considered in the literature. Below, we define an automaton with monitor counters, which expresses a more general property. We consider an extension on the ART property, called the 2-ART property, which is essentially the ART property in systems with two types of requests r eq1 , r eq2 and grants g ra1 , g ra2 .

Functional or regular) properties. Words. We consider a finite alphabet of letters Σ. A word over Σ is a (finite or infinite) sequence of letters from Σ. We denote the i-th letter of a word w by w[i]. The length of a finite word w is denoted by |w|; and the length of an infinite word w is |w| = ∞. Automata. An automaton A is a tuple Σ, Q, Q0 , δ, F , where (1) Σ is the alphabet, (2) Q is a finite set of states, (3) Q0 ⊆ Q is the set of initial states, (4) δ ⊆ Q × Σ × Q is a transition relation, and (5) F is a set of accepting states, An automaton Σ, Q, q0 , δ, F is deterministic if and only if δ is a function from Q × Σ into Q and Q0 is a singleton.

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Static Analysis: 23rd International Symposium, SAS 2016, Edinburgh, UK, September 8-10, 2016, Proceedings by Xavier Rival


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