Automated Technology for Verification and Analysis: 12th by Franck Cassez, Jean-François Raskin (eds.)

By Franck Cassez, Jean-François Raskin (eds.)

This publication constitutes the court cases of the twelfth overseas Symposium on automatic know-how for Verification and research, ATVA 2014, held in Sydney, Australia, in November 2014.

The 29 revised papers awarded during this quantity have been conscientiously reviewed and chosen from seventy six submissions. They convey present study on theoretical and sensible elements of computerized research, verification and synthesis by way of delivering a global discussion board for interplay one of the researchers in academia and industry.

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Additional info for Automated Technology for Verification and Analysis: 12th International Symposium, ATVA 2014, Sydney, NSW, Australia, November 3-7, 2014, Proceedings

Example text

N − 1 loop −−% as s um e (A( I ) /= A( J ) ) ; end loop ; end loop ; I n v e r t (A , N , B ) ; f o r I i n I n d e x range 0 . N − 1 loop f o r J i n I n d e x range I + 1 . N − 1 loop −−% a s s e r t (A( I ) /= A( J ) ) ; end loop ; end loop ; f o r I i n I n d e x range 0 . N − 1 loop −−% a s s e r t (B(A( I ) ) = I ) ; end loop ; end P r o p e r t y C h e c k ; ✝ ☎ ✆ The problem is described as follows: Invert an injective (and thus surjective) array A of N elements in the subrange from 0 to N-1.

A r r a y S i z e ; type VArray i s a r r a y ( I n d ) o f I n t e g e r ; procedure MaxArray (V : i n VArray ; M: out I n d ) ; −−# d e r i v e s M from V ; −−# p o s t ( f o r a l l I i n I n d => (V( I ) <= V(M) ) ) ; end Marray ; package body Marray i s procedure MaxArray (V : i n VArray ; M: out I n d ) i s I : Integer ; Max : I n d ; b e gin Max := I nd ’ F i r s t ; −−% n o t O v e r f l o w (+ , I n t e g e r , INDICES ’ FIRST , 1 ) ; I := I nd ’ F i r s t + 1; loop −−# a s s e r t ( f o r a l l J i n I n d r a n g e I nd ’ F i r s t .

Comput. 202(1), 1–38 (2005) 14. : Dynamic linear time temporal logic. Ann. Pure Appl. Logic 96(1-3), 187–207 (1999) 15. : Model checking communicating processes: Run graphs, graph grammars, and MSO. ECEASST 47 (2012) 16. ITU-TS. 120: Message Sequence Chart (MSC). ITUTS, Geneva (February 2011) 17. : A robust class of context-sensitive languages. In: LICS, pp. 161–170. IEEE Computer Society (2007) 18. : An infinite automaton characterization of double exponential time. , Martini, S. ) CSL 2008. LNCS, vol.

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