********************************************************************* * Ecole Normale Supe'rieure * * * * Se'minaire * * SEMANTIQUE ET INTERPRETATION ABSTRAITE * * P. Cousot * * * * Vendredi, 14h--16h * * Salle W, 4e`me e'tage, toits du DMA * * DI ENS 45 rue d'Ulm 75005 Paris * ********************************************************************* *** Vendredi 11 f'evrier 1994 *** Salle M6, 11h--12h **************** A Semantic Framework for Positive Logic Programs Giorgio LEVI (Pisa) Re'sume' : We consider a framework for defining various (concrete and abstract) semantics which model different observables for positive logic programs. All the semantics can be obtained by a suitable abstraction of a collecting semantics which is essentially the set of resultants for most general atomic goals. We have a set of general properties (AND-compositionality, equivalent bottom-up definition, OR-compositionality, etc.) which are inherited by all the semantics, if the abstraction satisfies suitable properties. *** Vendredi 11 f'evrier 1994 *** Salle W, 4e`me e'tage, 14h--16h *** Coordination for Concurrent Programming Sandra HOLZBACHER (LIX) Re'sume' : For both reactive and transformational applications, concurrent programming allows to write more efficient programs than sequential programming. Concurrent programming remains a fairly new area in which program development is still a complex and expensive process. The goal of this work is a programming environment that reduces the drawbacks of concurrent programming while it exploits its advantages and supports reusability. The environment will be based on the separation of the computation and coordination elements of concurrent programming. This talk will first define these two elements. Second, it will explain the advantages that can be expected from a good separation of the computation and coordination elements by a programming environment. Third, it will discuss different kinds of separation with examples. Finally, the talk will provide an outline of the foreseen future work. *** Vendredi 18 f'evrier 1994 *************************************** \`A propos du probl\`eme SAT et de la proc\'edure de Davis et Putnam Antoine RAUZY (LABRI, Bordeaux) Re'sume' : Le probl\`eme SAT (SATisfiabili\'e d'un ensemble de clauses propositionnelles) est l'un des probl\`emes clefs en d\'emonstration automatique. Il est le probl\`eme NP-complet de r\'ef\'erence. Le but de cet expos\'e est de faire le point sur quelques r\'esultats r\'ecents sur ce sujet. Ces r\'esultats sont de deux ordres: on \'etudiera d'une part la complexit\'e de la proc\'edure de Davis et Putnam sur les restrictions polynomiales connues du probl\`eme SAT. La proc\'edure de Davis et Putnam est sans doute l'algorithme de d\'ecision le plus simple que l'on puisse imaginer pour SAT. C'est aussi le plus efficace en pratique. Il est donc int\'eressant d'\'etudier son comportement vis \`a vis d'algorithmes sp\'ecialis\'es pour la r\'esolution d'un sous-probl\`eme particulier de SAT. D'autre part, on montrera les r\'esultats d'\'etudes statistiques du probl\`eme SAT. On discutera en particulier de la possibilit\'e de g\'en\'erer al\'eatoirement des instances difficiles de ce probl\`eme. ********************************************************************* Pour recevoir l'annonce par courrier electronique: cousot@di.ens.fr WWW: http://www.di.ens.fr/~cousot/annonceseminaire.shtml *********************************************************************