'Stable model' diaporamas de présentation

Lecture 22 Miscellaneous

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Mind the gaps: Theoretical and empirical aspects of plant ecology and population genetics

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Nonmonotonic Inductive Logic Programming

Nonmonotonic Inductive Logic Programming. Chiaki Sakama Wakayama University, Japan. Invited Talk at LPNMR 2001. Nonmonotonic Logic Programming (NMLP): Historical Background. Negation as Failure (Clark, 1978) Stratified Negation (Apt et al., 1988, etc)

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Non-Parametric Methods for Mitigating Interference in OFDM Receivers

Wireless Networking and Communications Group. Prof. Brian L. Evans Department of Electrical and Computer Engineering The University of Texas at Austin In collaboration with PhD students Ms. Jing Lin and Mr. Marcel Nassar.

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Logic Program Semantics Background

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Answer Set Programming vs CSP: Power of Constraint Propagation Compared

Answer Set Programming vs CSP: Power of Constraint Propagation Compared. Jia-Huai You ( ??? ) University of Alberta Canada. Constraint Programming. Studies computational models for solving problems that can be expressed as constraints Applications: -NP-hard problems

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Rule Updates

Rule Updates. These languages and methodologies are basically concerned with facts that change There is a set of fluents (fact) There are static rules describing the domain, which are not subject to change There are dynamic rules describing how the facts may change due to actions

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Inverse Entailment in Nonmonotonic Logic Programs

Inverse Entailment in Nonmonotonic Logic Programs. Chiaki Sakama Wakayama University, Japan. Inverse Entailment. B : background theory (Horn program) E : positive example (Horn clause) B ? H ?? E ? B ?? ( H ? E) ? B ?? ( ? E ? ? H) ? B ? ? E ?? ? H

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The idea of completion

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The idea of completion

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Stable Models

Stable Models. See Bry et al 2007. Controversy p :- not p. Justification postulate . Consistency postulate. Every syntactically correct set of normal clauses is consistent and must therefore have a model . {p} is a model for the program above.

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Stable Model-Based Software Design for Reuse and Maintenance

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Reasoning with Infinite stable models

Reasoning with Infinite stable models. Piero A. Bonatti presented by Axel Polleres http://sansone.crema.unimi.it/~bonatti/pub/ijcai01.pdf (IJCAI 2001, full version to appear in AIJ). Finitary normal logic programs.

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The inner structure of the Milky Way Galaxy

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