Yasser Yahiaoui

Work place: Institute of sciences & technologies department of mathematics & Informatics Engineering, Naâma University center, Naâma, Algeria

E-mail: alyahiaoui@gmail.com

Website:

Research Interests: Computer systems and computational processes, Artificial Intelligence, Data Structures and Algorithms

Biography

Yasser Yahiaoui has completed ING diploma from UDL Sidi bel Abbes – Algeria- (2005), with final ciriculum project on neural networks mapping for OCRs. MAGISTER (magisterium diploma) from Bechar university –Algeria- (2008) on subject of artificiet inteligence at the service of edicational software, he returne to UDL for preparing doctorat of science from 2009 till now in artificial intelligence and knowledge ingneering.

Yasser is a member of info-team a team of searcher on computer science of university centre of Naama – Algeria- and a member of the Knowledge Engineering Team at the EEDIS laboratory. He works as teacher assistant at university centre of Naama -Algeria- where he is the head of teaching team of informatics specialty.

Author Articles
Proposed Representation Approach Based on Description Logics Formalism

By Yasser Yahiaoui Ahmed Lehireche Djelloul Bouchiha

DOI: https://doi.org/10.5815/ijisa.2016.05.01, Pub. Date: 8 May 2016

The most familiar concept in Artificial intelligence is the knowledges representation. It aims to find explicit symbolization covering all semantic aspects of knowledge, and to make possible the use of this representation to produce an intelligent behavior like reasoning.
The most important constraint is the usability of the representation; it’s why the structures used must be well defined to facilitate manipulation for reasoning algorithms which leads to facilitate their implementation.
In this paper we propose a new approach based on the description logics formalism for the goal of simplification of description logics system implementation. This approach can reduce the complexity of reasoning Algorithm by the vectorisation of concept definition based on the subsumption hierarchy.

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