Logical foundations of computer science - Tver '92 : second international symposium, Tver, Russia, July 20-24, 1992 proceedings

This volume presents the papers selected for the Symposium Logic at Tver '92, held at Sokol, near Tver, Russia in July 1992. It is the second in a series of international symposia on logical foundations of computer science held in Russia. The meeting is a joint effort of scholars from both the...

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Korporativní autor: International Symposium on Logical Foundations of Computer Science :Tver
Další autoři: Nerode, Anil, 1932- (Šéfredaktor, odpovědný redaktor), Taitslin, Mikhail A., 1936- (Šéfredaktor, odpovědný redaktor)
Médium: Livre numérique
Jazyk:Anglais
Vydáno: Berlin [etc.] : Springer [20..].
Cham : Springer Nature
Edice:Lecture notes in computer science 620
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Accès Université d'Orléans
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Poznámka: Actes d'un symposium tenu à Tver du 20 au 24 juillet 1992, d'après l écran-titre
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Autres localisations: Voir dans le Sudoc
Edition sous un autre format:• Logical foundations of computer science, Tver '92, second international symposium, Tver, Russia, July 20-24, 1992 proceedings, A. Nerode, M. Taitslin (eds.), Berlin, Springer-Verlag, 1992, 1 vol. (ix, 514 p.), Lecture notes in computer science, 3-540-55707-5
• Logical Foundations of Computer Science - Tver '92, Texte imprimé, 9783662164761
Obsah:
  • Modal Linear Logic
  • Machine learning of higher order programs
  • Quantifying the amount of verboseness (extended abstract)
  • Strictness logic and polymorphic invariance
  • Preference logics and nonmonotonicity in logic programming
  • The Ehrenfeucht-Fraïssé games for transitive closure
  • Feasibility of finite and infinite paths in data dependent programs
  • An interleaving model for real-time systems
  • Incremental evaluation of natural semantics specifications
  • Denotations for classical proofs -Preliminary results-
  • Ordinal arithmetic with list structures (preliminary version)
  • Many-valued non-monotonic modal logics
  • Automated deduction in additive and multiplicative linear logic
  • Intensionally stable functions
  • A constructive proof that tree are well-quasi-ordered under minors (detailed abstract)
  • Banishing robust Turing completeness
  • Balanced formulas, BCK-minimal formulas and their proofs
  • Non-stable models of linear logic
  • Ordering optimisations for concurrent logic programs
  • A categorical interpretation of partial function logic and Hoare logic
  • The polynomial complexity of conjunctive normal form satisfiability, when the number of conjunctions and negations is limited
  • Typed ?-calculus with recursive definitions
  • Set theoretic foundations for fuzzy set theory, and their applications
  • Constructive specifications of abstract data types using temporal logic
  • An interval-based modal logic for system specification
  • A unifying theory of dependent types: the schematic approach
  • MSL A Mathematical Specification Language
  • Partial algebra + order-sorted algebra = galactic algebra
  • Minimal negation and Hereditary Harrop formulae
  • Kleene automata and recursion theory
  • Incremental polymorphic type checking with update
  • Operators on lattices of?-Herbrand interpretations
  • Sequential calculus for proving the properties of regular programs
  • Complete sequential calculi for the first order symmetrical linear temporal logic with until and since
  • Non modularity and expressibility for nets of relations (extended abstract)
  • Correctness of generic modules
  • An and-parallelism cooperative scheme for full prolog interpreters on a transputer-based architecture
  • A sequent calculus for a first order linear temporal logic with equality
  • On the expressive power of modal logics on trees
  • Propositional dynamic logic with fixed points: Algorithmic tools for verification of finite state machines
  • Effective operators and continuity revisited
  • Logical characterizations of bounded query classes I: Logspace oracle machines
  • Solving equational constraints in polymorphic types
  • Gentzen-style and Novikov-style cut-elimination
  • Graded modalities in epistemic logic.