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Titlebook: Constraints in Computational Logics; First International Jean-Pierre Jouannaud Conference proceedings 1994 Springer-Verlag Berlin Heidelbe

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ECOLOG: an Environment for constraint logics,nd to execute them. The evaluation mechanism is based on the one hand on the deduction rules specified in the (constraint) logic, and on the other hand on the resolution rules for constraints. ECOLOG is implemented in CAML.
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Introduction and Background Physics,and the length of the proofs obtained. We show that this process is sound, complete, and compatible with deletion rules (e.g., demodulation, subsumption, unit simplification, and tautology deletion), which do not have to be modified to preserve completeness. We also show the relationship between this technique and model elimination.
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Attosecond Polarization Spectroscopy,in these valid extended clauses and apply the method to some combinatorial satisfiability problems. The reformulated 0–1 problems contain less but usually . 0–1 inequalities and are typically solved much faster than the original one with traditional 0–1 integer programming methods.
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Lecture Notes in Computer Science no assumptions on the existence of “principal” be-haviours as these are unlikely to exist. The main complication is that the notion of expansiveness does not suffice for a sufficiently general treatment of the polymorphic let-construct.
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Sarah Bell,Adriana Allen,Tse-Hui Tehconsider solving equations modulo a theory given by a TRS. Here we present a modular narrowing strategy that can be combined with nearly all common narrowing strategies. Furthermore, we also prove some modularity results for decidability of unification and matching (via termination of narrowing).
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Attosecond Polarization Spectroscopy,al results indicate that the Davis-Putnam procedure outperforms .s in hard constraint-satisfaction problems, while .s are clearly superior for Boolean functional equivalence problems from the circuit domain, and, in general, problems that require the schematization of a large number of solutions tha
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