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Titlebook: Computer Science Logic; 5th Workshop, CSL ‘9 Egon Börger,Gerhard Jäger,Michael M. Richter Conference proceedings 1992 Springer-Verlag Berli

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Conference proceedings 1992, ordinal processes, persistentPetri nets, plausibility logic, program synthesissystems,quantifier hierarchies, semantics of modularization, stablelogic, term rewriting systems, termination of logicprograms,transitive closure logic, variants of resolution,and many others.
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,‘Religion’ in the Popular Discourse,e power of formulas of arity 1 over strings define (classical) regular languages, to give a simpler equivalent of the L=NL open problem, and to establish the equivalence of the automata and formulas over grids.
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Mathematics and Its Applicationsof . is a model of ., whenever the partial order ≤ on . induced by + is complete, and + and · are Scott-continuous with respect to ≤. The family of all context-free languages over an alphabet of size n is the free structure for the class of submodels of continuous models of . in . generators.
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The expressive power of transitive closure and 2-way multihead automata,e power of formulas of arity 1 over strings define (classical) regular languages, to give a simpler equivalent of the L=NL open problem, and to establish the equivalence of the automata and formulas over grids.
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Some aspects of the probabilistic behavior of variants of resolution, We show that there are typically short resolution proofs under unit/Davis-Putnam resolution for some models of formulas, and we study the “density” of rules necessary in another model for deriving the empty clause with probability tending to one.
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Towards Kleene Algebra with recursion,of . is a model of ., whenever the partial order ≤ on . induced by + is complete, and + and · are Scott-continuous with respect to ≤. The family of all context-free languages over an alphabet of size n is the free structure for the class of submodels of continuous models of . in . generators.
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