Abstract

This paper deals with a data presentation model based on fuzzy portraits. The fuzzy portraits are formed by integral characteristics of pattern classes. It is the basis for fuzzy classifier construction. It is determined that further division of some classes of images into clusters increases the quality of pattern recognition algorithm. The main idea of fuzzy clustering for fuzzy portraits creating and problem of adequate fuzzy partition choice is considered. The paper provides the stages of fuzzy production knowledge base construction on the basis of fuzzy portraits. The local validity measure for fuzzy portrait is defined. The problem of identification in chemical and food industries is considered as an application of this approach.

Highlights

  • Pattern recognition problems very often include fuzzy aspects

  • Many problems in chemical and food industries can be reduced to this modification of the pattern recognition problem

  • The fuzzy classifiers are applied to pattern recognition and data analysis problems and each fuzzy inference rule has linguistic interpretation

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Summary

INTRODUCTION

According to Lotfi Zadeh, the transition between classes is more gradual than intermittent This statement is confirmed by practice of problem solving. In classical pattern recognition problem statement classes of images have to be strongly divided. An algorithm based on fuzzy portraits of classes of images was proposed [3]. These fuzzy portraits describe all objects belonging to a certain class of images in general. The suggestion is to use these portraits for representing the results of algorithm in the form of fuzzy sets. This approach to a certain degree solves the problem of ambiguous results in the case of intersecting classes. The results of this research were presented at the Pattern Recognition and Image Processing Conference in Belarus, Minsk and partially presented in [4]

FEATURES OF MODIFICATION OF PATTERN RECOGNITION PROBLEM
ANALYSIS OF INITIAL SET
INTRA-CLASS CLUSTERING BASED ON BATCH POINT-PROTOTYPE APPROACH
The best fuzzy portrait is chosen
ILLUSTRATIVE EXAMPLE
Findings
CONCLUSION
Full Text
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