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Titlebook: Logic for Programming, Artificial Intelligence, and Reasoning; 17th International C Christian G. Fermüller,Andrei Voronkov Conference proce

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Extended Computation Tree Logic,the significant increase in expressive power. This makes the logic a promising candidate for applications in verification. In addition, we analyse the complexity of satisfiability and compare the expressive power of these logics to CTL. and extensions of PDL.
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SAT Encoding of Unification in ,,ghly optimized state-of-the-art SAT solvers when implementing an .-unification algorithm. On the other hand, this reduction provides us with a proof of the fact that .-unification is in NP that is much simpler than the one given in our previous paper on .-unification.
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Generating Combinatorial Test Cases by Efficient SAT Encodings Suitable for CDCL SAT Solvers,. In our experiments, we found solutions that can be competitive with the previously known results for the arrays of strength two to six with small to moderate size of components and symbols. Moreover, we succeeded either in proving the optimality of known bounds or in improving known lower bounds for some arrays.
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On the Satisfiability of Two-Variable Logic over Data Words,-variable logics for data words with the successor and data-equality predicates. In addition, the new proof provides several new fragments of lower complexity. The proof mixes database-inspired constraints with encodings in Presburger arithmetic.
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,Gödel Logics – A Survey,on. The truth functions of conjunction and disjunction are minimum and maximum, respectively, and in the first-order case quantifiers are defined by infimum and supremum over subsets of the set of truth values.
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