Towards an Object-Oriented Reasoning System for OWL
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Deductive Database Languages: Problems and Solutions MENGCHI LIU University of Regina
Deductive Database Languages: Problems and Solutions MENGCHI LIU University of Regina Deductive databases result from the integration of relational database and logic programming techniques. However, significant problems remain inherent in this simple synthesis from the language point of view. In this paper, we discuss these problems from four different aspects: complex values, object orientation, higher- orderness, and updates. In each case, we examine four typical languages that address the corresponding issues. Categories and Subject Descriptors: H.2.3 [Database Management]: Languages— Data description languages (DD); Data manipulation languages (DM); Query languages; Database (persistent) programming languages; H.2.1 [Database Management]: Logical Design—Data models; Schema and subschema; I.2.3 [Artificial Intelligence]: Deduction and Theorem Proving—Deduction (e.g., natural, rule-base); Logic programming; Nonmonotonic reasoning and belief revision; I.2.4 [Artificial Intelligence]: Knowledge Representation Formalisms and Methods—Representation languages; D.1.5 [Programming Techniques]: Object-oriented Programming; D.1.6 [Programming Techniques]: Logic Programming; D.3.2 [Programming Languages]: Language Classifications; F.4.1 [Mathematical Logic and Formal Languages]: Mathematical Logic—Logic and constraint programming General Terms: Languages, Theory Additional Key Words and Phrases: Deductive databases, logic programming, nested relational databases, complex object databases, inheritance, object-oriented databases 1. INTRODUCTION ment of various data models. The most well-known and widely used data model Databases and logic programming are is the relational data model [Codd two independently developed areas in 1970]. The power of the relational data computer science. Database technology model lies in its rigorous mathematical has evolved in order to effectively and foundations with a simple user-level efficiently organize, manage and main- paradigm and set-oriented, high-level tain large volumes of increasingly com- query languages. -
Scangate Document
VNƯ Joumal of Science, Mathematics - Physics 23 (2007) 183-188 Approach to deductive database Tuan DoTrung*, Tuan DuongAnh Department o f Mathematic, Mechanics, Informaíics College o f Science , VNU, 334 Nguyen Trai, Hanoi, Vietnam Received 15 November 2006; received in revised form 12 October 2007 Abstract. Researches on deductive database systems are not new ones, but propose o f data model allovving manipulating data and knowledge on a particular framework is not easy but interesting goal. The paper aims at a model for knowledge in educational and ữaining envứonment, beside o f a presenting the achievement in the existing systems conceming kjnowledge. Certain data manipulation techniques for knowledge acquisition are proposed in the model, as knovvledge discovering techniques in deductive database systems. Keywords: Deductive database, data model, query language, datamining. 1. Introduction Knowledge was studied in artiíìcial intelligence from 1956, concems to much research domains in some years. Human has reached key stones in data and knowledge manipulation. The third revolution of human society is attached to knowledge representation and manipulation. In [ 1 , 2 ], there were some principal stones : • Printing technique, 1440; • Tacit knowledge, 1964; • Knowledge society, 1973; • The third wave, 1980; • Iníbrmation society, 1982; • Internet, 1991; • New economy, 1996. Nonaka and Takeuk [2], 1964, summarize that the creation of knovvledge is the result of a continuous cycle of 4 integrated processes. They are processes of extemalization, intemalization, combination, and socialization. These four knowledge conversion mechanisms are mutually complementary, but keeping interdependent that change according to the demands of context and sequence. ■ CorTCsponding author. E-mail: [email protected] 183 184 D.T. -
Certifying Standard and Stratified Datalog Inference Engines in Ssreflect Véronique Benzaken, Évelyne Contejean, Stefania Dumbrava
Certifying Standard and Stratified Datalog Inference Engines in SSReflect Véronique Benzaken, Évelyne Contejean, Stefania Dumbrava To cite this version: Véronique Benzaken, Évelyne Contejean, Stefania Dumbrava. Certifying Standard and Stratified Datalog Inference Engines in SSReflect. International Conference on Interective Theorem Proving, 2017, Brasilia, Brazil. hal-01745566 HAL Id: hal-01745566 https://hal.archives-ouvertes.fr/hal-01745566 Submitted on 28 Mar 2018 HAL is a multi-disciplinary open access L’archive ouverte pluridisciplinaire HAL, est archive for the deposit and dissemination of sci- destinée au dépôt et à la diffusion de documents entific research documents, whether they are pub- scientifiques de niveau recherche, publiés ou non, lished or not. The documents may come from émanant des établissements d’enseignement et de teaching and research institutions in France or recherche français ou étrangers, des laboratoires abroad, or from public or private research centers. publics ou privés. Certifying Standard and Stratified Datalog Inference Engines in SSReflect V´eroniqueBenzaken1, Evelyne´ Contejean2, and Stefania Dumbrava3 1 Universit´eParis Sud, LRI, France 2 CNRS, LRI, Universit´eParis Sud, France 3 LIRIS, Universit´eLyon 1, France Abstract. We propose a SSReflect library for logic programming in the Datalog setting. As part of this work, we give a first mechaniza- tion of standard Datalog and of its extension with stratified negation. The library contains a formalization of the model theoretical and fix- point semantics of the languages, implemented through bottom-up and, respectively, through stratified evaluation procedures. We provide cor- responding soundness, termination, completeness and model minimality proofs. To this end, we rely on the Coq proof assistant and SSReflect. -
O-DEVICE: an Object-Oriented Knowledge Base System for OWL Ontologies
O-DEVICE: An Object-Oriented Knowledge Base System for OWL Ontologies Georgios Meditskos, Nick Bassiliades Department of Informatics, Aristotle University of Thessaloniki, Greece {gmeditsk, nbassili}@csd.auth.gr Abstract. This paper reports on the implementation of a rule system, called O- DEVICE, for reasoning about OWL instances using deductive rules. O-DEVICE exploits the rule language of the CLIPS production rule system and transforms OWL ontologies into an object-oriented schema of COOL. During the transformation procedure, OWL classes are mapped to COOL classes, OWL properties to class slots and OWL instances to COOL objects. The pur- pose of this transformation is twofold: a) to exploit the advantages of the ob- ject-oriented representation and access all the properties of instances in one step, since properties are encapsulated inside resource objects; b) to be able to use a deductive object-oriented rule language for querying and creating main- tainable views of OWL instances, which operates over the object-oriented schema of CLIPS, and c) to answer queries faster, since the implied relation- ships due to the rich OWL semantics have been pre-computed. The deductive rules are compiled into CLIPS production rules. The rich open-world semantics of OWL are partly handled by the incremental transformation procedure and partly by the rule compilation procedure. 1. Introduction The vision of the Semantic Web is to provide the necessary standards and infrastruc- ture for transforming the Web into a more automatic environment where agents would have the ability to search for requested information automatically. This is fea- sible by describing appropriately the already available data on the Web in a way that could be machine-understandable. -
Deductive Model for Active Database Systems
VNU JOURNAL OF SCIENCE, Mathematics - Physics, T.XXIl, N04 , 2 0 06 DEDUCTIVE MODEL FOR ACTIVE DATABASE SYSTEMS Do TrungTuan College of Science, Vietnam National University, Hanoi Nguyen Thi ThanhDuyen Graduated Student, Vietnam National University, Hanoi Abstract. Researches on deductive database systems are not new ones, but propose of data model allowing to manipulate data and knowledge on a particular framework is not easy but interesting goal. The paper aims at a model for knowledge in educational and training environment, beside of a presenting the achievement in the existing systems concerning knowledge. Certain data manipulation techniques for knowledge acquisition are proposed in the model, as knowledge discovering techniques in deductive database systems. An active database is proper for applying such technique on rule-based knowledge. Index Terms—Rule, active database, deductive, datamining 1. Introduction A rtificial intelligence has knowledge as an importance object. Understanding and using knowledge is obtained goal of human society and scientific research. Since 1964, tacit knowledge and other kind of knowledge is examined in the relationship to tacit knowledge. In the research on database system, knowledge is represented in systems. Among proposed different kinds of knowledge, rules are preferred. Beginning with file management systems in 1960, a lot of application systems based on hierarchical model, network model (1960, 1968), relational model (1970) have remarkable role in the economy society. After 1990, advanced model, such as distributed model, object oriented model and deductive model has studied. The sy stem s based on these advanced models did not distinguished from ones of the second generation of database management systems. -
Tabling with Support for Relational Features in a Deductive Database 1 Introduction
Tabling with Support for Relational Features in a Deductive Database Fernando Saenz-P´ erez´ 1∗ Grupo de programacion´ declarativa (GPD), Dept. Ingenier´ıa del Software e Inteligencia Artificial, Universidad Complutense de Madrid, Spain1 Abstract: Tabling has been acknowledged as a useful technique in the logic pro- gramming arena for enhancing both performance and declarative properties of pro- grams. As well, deductive database implementations benefit from this technique for implementing query solving engines. In this paper, we show how unusual opera- tions in deductive systems can be integrated with tabling. Such operations come from relational database systems in the form of null-related (outer) joins, duplicate support and duplicate elimination. The proposal has been implemented as a proof of concept rather than an efficient system in the Datalog Educational System (DES) using Prolog as a development language and its dynamic database. Keywords: Tabling, Outer Joins, Duplicates, Relational databases, Deductive databases, DES 1 Introduction Tabling is a useful implementation technique embodied in several current logic programming systems, such as B-Prolog [ZS03], Ciao [GCH+08], Mercury [SS06], XSB [SW10], and Yap Prolog [RSC05], to name just a few. This technique walks by two orthogonal axes: performance and declarative properties of programs. Tabling enhances the former because repeated computa- tions are avoided since previous results are stored and reused. The latter axis is improved because order of goals and clauses are not relevant for termination purposes. In fact, tabled computations in the context of finite predicates and bounded term depths are terminating, a property which is not ensured in top-down SLD computations.