

Logic for Programming, Artificial Intelligence, and Reasoning - Matthias Baaz
- Format: Broché
- 484 pages Voir le descriptif
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Présentation Logic For Programming, Artificial Intelligence, And Reasoning de Matthias Baaz Format Broché
- LivreAuteur(s) : Matthias Baaz - Andrei VoronkovEditeur : Springer BerlinLangue : AnglaisParution : 01/10/2002Nombre de pages : 484Expédition : 727Dimensions : 23.5 x 15.5 x 2.5 ...
Résumé :
MaurizioLenzerini(Universit`adiRom?LaSapienz?) GiorgioLevi(Universit`adiPisa) LeonidLibkin(UniversityofToronto) RobertNieuwenhuis(TechnicalUniversityofCatalonia) LeszekPacholski(WroclawskiUniwersytet) MichelParigot(Universit?eParis7) PavelPudlak(MathematicalInstitute,Prague) CarstenSchuermann(YaleUniversity) J?orgSiekmann(DFKISaarbruc ?ken) WolfgangThomas(RWTHAachen) MichaelZakharyaschev(King?sCollege) LocalOrganization KhimuriRhukia KotePhakadze GelaChankvetadze JemalAntidze VIII ConferenceOrganization ListofReferees GianlucaAmato CarlosAreces M. Arenas OferArieli RobertoBarbuti ChristophBenzmueller MartaBilkova BrunoBlanchet AlexandreBoisseau AhmedBouajjani DmitriChubarov PabloCordero VeroniqueCortier AgostinoDovier RachidEchahed MorenoFalaschi C`esarFerri OlivierGasquet BernhardGramlich Jos?eManuelG?omez PhilippedeGroote RainerHaehnle JiriHanika JuanHeguiabehere JoseHernandez-Orallo ThomasHillenbrand JoeHurd EmilJerabek ValentinJijkoun KonstantinKorovin G. Lakemeyer DominiqueLarchey-Wendling OlivierLaurent StefanLeue LuigiLiquori ChristofLoeding CarstenLutz ChristopherLynch PatrickMaier PaoloMancarella FlorenceMaraninchi MaartenMarx Jesus ? Medina EricaMelis AntoineMin?e RalfM?oller PaulinDeNaurois HansdeNivelle MichaelNorrish ManuelOjeda-Aciego NikolayPelov GuyPerrier ReinhardPichler ChristopherPollett Germ?anPuebla Jean-PierreRessayre ChristianRetor?e AlexandreRiazanov MichalRossler PaulRozi`ere NikitaSakhanenko UlrikeSattler StefanSchlobach ManfredSchmidt-Schau? KonradSlind Anni-YasminTurhan ChristianUrban WimVanhoof YdeVenema So?eVerbaeten UweWaldmann KlausWeich ClausPeterWirth StefanWoehrle ConferenceOrganization IX ConferencesprecedingLPAR2001 RCLP?90,Irkutsk,SovietUnion RCLP?91,Leningrad,SovietUnion,aboardtheship?MichailLomonosov? LPAR?92,St. Petersburg,Russia,aboardtheship?MichailLomonosov? LPAR?93,St. Petersburg,Russia LPAR?94,Kiev,Ukraine,aboardtheship?MarshalKoshevoi? LPAR?99,Tbilisi,RepublicofGeorgia LPAR2000,ReunionIsland,France LPAR2001,Hav
Sommaire:
Improving On-Demand Strategy Annotations.- First-Order Logic as a Constraint Programming Language.- Maintenance of Formal Software Developments by Stratified Verification.- A Note on Universal Measures for Weak Implicit Computational Complexity.- Extending Compositional Message Sequence Graphs.- Searching for Invariants Using Temporal Resolution.- Proof Planning for Feature Interactions: A Preliminary Report.- An Extension of BDICTL with Functional Dependencies and Components.- Binding Logic: Proofs and Models.- Directed Automated Theorem Proving.- A Framework for Splitting BDI Agents.- On the Complexity of Disjunction and Explicit Definability Properties in Some Intermediate Logics.- Using BDDs with Combinations of Theories.- On Expressive Description Logics with Composition of Roles in Number Restrictions.- Query Optimization of Disjunctive Databases with Constraints through Binding Propagation.- A Non-commutative Extension of MELL.- Procedural Semantics for Fuzzy Disjunctive Programs.- Pushdown Specifications.- Theorem Proving with Sequence Variables and Flexible Arity Symbols.- Games, Probability, and the Quantitative ?-Calculus qM?.- Parallelism and Tree Regular Constraints.- G?del Logics and Cantor-Bendixon Analysis.- A Semantics for Proof Plans with Applications to Interactive Proof Planning.- An Isomorphism between a Fragment of Sequent Calculus and an Extension of Natural Deduction.- Proof Development with ?MEGA: ?2 Is Irrational.- A Local System for Linear Logic.- Investigating Type-Certifying Compilation with Isabelle.- Automating Type Soundness Proofs via Decision Procedures and Guided Reductions.- Abox Satisfiability Reduced to Terminological Reasoning in Expressive Description Logics.- Fuzzy Prolog: A Simple General Implementation Using (R).
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