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Titlebook: Computer Science Logic; 4th Workshop, CSL ‘9 Egon Börger,Hans Kleine Büning,Wolfgang Schönfeld Conference proceedings 1991 Springer-Verlag

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楼主: LEVEE
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A resolution variant deciding some classes of clause sets,mechanisms may be defined to provide decision algorithms for other interesting classes of clause sets. We shall inquire along this line of arguments into extensions of the Maslov class (i.e. the class of formulas with prefix of type ∀*∃* and at most two literals in each disjunct) in a forthcoming paper.
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Subclasses of quantified boolean formulas,ation problems for these classes are coNP-complete. These subclasses can be seen as extensions of Horn and 2-CNF formulas..Further it is shown that the evaluation problem for quantified CNF formulas remains PSPACE-complete, even if at most one universal variable is allowed in each clause.
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https://doi.org/10.1057/9780230620902s are given then they can be used to find an efficient membership test for such classes (see [Rob Sey 86b]). From these minors one can get a monadic second order description of the class .. Main result of the article is that from a monadic second order description of the class .. Main result of the
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https://doi.org/10.1057/9781403973719gic programming languages of type Prolog III [Colmerauer 1990]. Our specification abstracts away from any particular feature of the mechanism for the resolution of constraints, thus providing a uniform description of constraint logic programming languages which turns out to be a natural refinement o
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https://doi.org/10.1057/9781137432728mechanisms may be defined to provide decision algorithms for other interesting classes of clause sets. We shall inquire along this line of arguments into extensions of the Maslov class (i.e. the class of formulas with prefix of type ∀*∃* and at most two literals in each disjunct) in a forthcoming pa
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