Institutul de Matematică şi Informatică "Vladimir Andrunachievici"
Universitatea de Stat din MoldovaRO EN
The matrix representation of fuzzy knowledge and its application to the expert systems design
Authors: V. Levchenko, A. Savinov
– 0.18 Mb
Abstract
An approach to the diagnostic type expert systems design based on the special matrix representation of fuzzy predicates in the tribute model of the problem domain is presented. Intensive representation of predicates by means of sectional matrices is an analogue of the conjunctive normal form. Rules, positive examples and negative examples (in general, all fuzzy) can be used to form knowledge base. Diagnostics problem is thought of as finding some attribute values provided that the information about other attribute values is available. Logical inference is based on an equivalent transformation of the matrix to that containing all prime disjuncts by using the operation of fuzzy resolution <xk>. Two strategies to carry out such transformation are described. On the basis of formalism presented the expert system shell EDIP is developed, the first version of that is non-fuzzy and the second one allows working with fuzzy data and conclusions.V. Levchenko, A. Savinov
Institute of Mathematics,
Academy of Sciences of Moldova, 5 Academiei str.,
Chisinau, 277028, Moldova
Phone: (373+2) 73-81-30
E-mail: ,
Institute of Mathematics,
Academy of Sciences of Moldova, 5 Academiei str.,
Chisinau, 277028, Moldova
Phone: (373+2) 73-81-30
E-mail: ,
Fulltext
– 0.18 Mb
Contents
- Detecting and correcting spelling errors for the Roumanian language
- The main concepts of a new HLL computer "CAMCOH"
- A system for conceptual and logical database design
- The last achievements in Steiner tree approximations
- The mixed hypergraphs
- Development of the hybrid expert system shell SYNTHESIS for the problems of research design of technical objects
- The matrix representation of fuzzy knowledge and its application to the expert systems design
- The Object Oriented Programming for Queuing System
- The family of local C2 splines with two free generating functions
