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Titlebook: Automated Deduction – CADE 26; 26th International C Leonardo de Moura Conference proceedings 2017 Springer International Publishing AG 2017

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Satisfiability Modulo Transcendental Functions via Incremental Linearization,n presence of irrationals. Our experimental evaluation on benchmarks from verification and mathematics demonstrates the potential of our approach, showing that it compares favorably with delta-satisfiability/interval propagation and methods based on theorem proving.
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Short Proofs Without New Variables,riables—the key component of short proofs presented in the proof complexity literature. We demonstrate this strength on the famous pigeon hole formulas by providing short clausal proofs without new variables.
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Splitting Proofs for Interpolation,as number of non-logical symbols or quantifiers. We implemented the new algorithm in first-order theorem prover . and evaluated it on a large number of examples coming from the first-order proving community. Our experiments give practical evidence that our work improves the state-of-the-art in first-order interpolation.
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Formal Verification of Financial Algorithms,hanges and dark pools and FIX connectivity between trading systems), we describe the landscape, and illustrate our Imandra formal verification system on a number of real-world examples. We sketch many open problems and future directions along the way.
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Satisfiability Modulo Theories and Assignments,a and Jovanović. Furthermore, CDSAT generalizes the . (Nelson-Oppen) approach to theory combination, by allowing theories to share equality information both explicitly through equalities and disequalities, and implicitly through assignments. We identify sufficient conditions for the ., ., and . of CDSAT.
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