Based on the definitions of bifuzzy successor and bifuzzy source operators of fuzzy finite automata in [1],in this paper,we study their basic properties and their essential relationships. Finally,several important results are obtained.
The article introduces the study application of BLDCM intelligent control system based on TMS320LF2407 DSP. The fuzzy control Strategy is adopted,the monitoring system is designed and the realization program is given on the digitize and intelligence. The practical result has proved that the steadiness and fastness of system satisfies the requirements.
In order to identify and evaluate the dam safety in an effective way the paper has made a safety risk analysis and summarization in dam operation and established fuzzy AHP synthetic characteristic evaluation model.
More particularly, Genetic Algorithms, Artificial Neural Networks and Fuzzy Logic methods seem to be the most promising tools to speed up and optimize the search for new leads and focused libraries.
This paper deals with a secretary problem on fuzzy sets, which allows both the recall of applicants and the uncertainty of a current applicant receiving an offer of employment.
A kind of fuzzy linear programming problems based on interval-valued fuzzy sets
The objective of this paper is to deal with a kind of fuzzy linear programming problem based on interval-valued fuzzy sets (IVFLP) through the medium of procedure that turns IVFLP into parametric linear programming via the mathematical programming.
Approximation capabilities of multilayer feedforward regular fuzzy neural networks
The fuzzy set theory is a rapidly growing branch of applied mathematics whereas the Boolean-valued model is a nonstandard model of the axiomatic set theory. This model has played a very important role in the independence proofs of the set theory. We have introduced in [1] the concept of the normal fuzzy set structure which is a characterization and generalization of fuzzy set theory and we have proved that any one normal fuzzy set structure is a Boolean-valued model of the axiomatic set...
The fuzzy set theory is a rapidly growing branch of applied mathematics whereas the Boolean-valued model is a nonstandard model of the axiomatic set theory. This model has played a very important role in the independence proofs of the set theory. We have introduced in [1] the concept of the normal fuzzy set structure which is a characterization and generalization of fuzzy set theory and we have proved that any one normal fuzzy set structure is a Boolean-valued model of the axiomatic set theory ZFa with urelements. We have attempted, so to speak, to set up a bridge between these two subjects. In the paper we have also provided a kind of clarification of [1] and a somewhat detailed explanation of the connection between the basic concepts of the normal fuzzy set structure and those of the existing fuzzy set theory. We have also introduced the concepts of ordinals and cardinals of the normal fuzzy sets. The study contained in this paper may be considered as a generalization and development of the theory of Boolean-valued model.
It has been proved in [2] that a normal fuzzy set structure is a kind of non-standard model of the axiomatic set theory with urelements. In this article, the basic properties of the normal set structures, especially those of substructures and the restricted formulas in the Boolean-valued structure, together with the isomorphism between the structure and the ground model M are investigated.We assume that the reader is familiar with [1]. In this paper, we will begin with an explanation of the notion of the...
It has been proved in [2] that a normal fuzzy set structure is a kind of non-standard model of the axiomatic set theory with urelements. In this article, the basic properties of the normal set structures, especially those of substructures and the restricted formulas in the Boolean-valued structure, together with the isomorphism between the structure and the ground model M are investigated.We assume that the reader is familiar with [1]. In this paper, we will begin with an explanation of the notion of the fuzzy set structure and give its specialization, by means of which the notion of normal fuzzy set structure is developed. Together with [1-4], this paper constitutes a unified treatment of fuzzy set theory and Boolean-valued set theory. It seems that this treatment can provide a sort of theoretical basis for the former and a kind of explication of the realistic significance of the latter.
A link[1-4] in the unification of the fuzzy set theory[6,7,12] and the Boolean-valued set theory[9], this article provides the proof that the real-valued fuzzy set structure is a model of weak predicate algorithm WL through a study of its logic properties.
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