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Titlebook: Computer Science Logic; 14th International W Peter G. Clote,Helmut Schwichtenberg Conference proceedings 2000 Springer-Verlag Berlin Heidel

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Hypersequents and the Proof Theory of Intuitionistic Fuzzy Logic by Avron. It is shown that the system is sound and complete, and allows cut-elimination. A question by Takano regarding the eliminability of the Takeuti-Titani density rule is answered affirmatively.
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Sequents, Frames, and Completenessisjunctive logic programs, can be seen as the frame freely generated from the . of a sequent structure. At the categorical level, we present equivalences among the categories of sequent structures, distributive lattices, and spectral locales using appropriate morphisms.
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https://doi.org/10.1007/978-3-0348-8026-8r the free monoid by a formula of a certain logic. We investigate in which cases the bounds of fixed-point operators may be omitted. Finally, a general translation of results from descriptive complexity to the approach described in this paper is presented.
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Definability over Linear Constraintsw that in first-order logic one cannot query a semi-linear set as to whether or not it contains a line, or whether or not it contains the line segment between two given points. However, we show that some of these queries become definable if one makes small restrictions on the semi-linear sets considered.
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Bounded Arithmetic and Descriptive Complexityr the free monoid by a formula of a certain logic. We investigate in which cases the bounds of fixed-point operators may be omitted. Finally, a general translation of results from descriptive complexity to the approach described in this paper is presented.
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Medical Management of the Alcoholic Patient,r encapsulation and state hiding we provide ASMs with . and ...Some of these structuring constructs have been implemented in ASM-Gofer. We provide also a proof-theoretic definition which supports the use of common structured proof principles for proving properties for complex machines in terms of properties of their components.
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Peter S. Ashton,J. V. LaFrankieh assigns simple types to terms in λ.. These “rough” types are used to prove strong normalization of the calculus and to structure models, allowing a novel form of containment semantics without a universal domain.
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Size control and timing in developmentidable (this follows from a result in [.]). It follows that satisfiability and model-checking the negation of a formula are decidable for .. On the other hand, we show that inclusion is undecidable for such languages. This shows that validity and model-checking positive formulas are undecidable.
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