Modeling Optimal Allocation Centers In GIS By Fuzzy Base Set Of Fuzzy Interval Graph

Abstract

In this paper the problem of optimal location of service centers is considered by minimax criterion. It is supposed that the information received from GIS is presented like graph with fuzzy intervals. The notion of fuzzy set of interval bases is considered. It is shown that the problem of service centers location is reduced to a problem of finding fuzzy set of interval bases. Method of finding fuzzy interval bases which is generalization of Maghout method for fuzzy graphs is suggested to use. In addition method of calculation of membership function of fuzzy intervals is proposed.

DOI: 10.7148/2014-0633

Extracted Key Phrases

6 Figures and Tables

Cite this paper

@inproceedings{Bershtein2014ModelingOA, title={Modeling Optimal Allocation Centers In GIS By Fuzzy Base Set Of Fuzzy Interval Graph}, author={Leonid S. Bershtein and Alexander V. Bozhenyuk and Stanislav L. Belyakov and Igor N. Rozenberg}, booktitle={ECMS}, year={2014} }