IEEE Trans. Fuzzy Syst., ( ISI ), Year (2019-1)

Title : ( Symmetric and right-hand-side hesitant fuzzy linear programming )

Authors: mahdi ranjbar taghi abad , Sohrab Effati ,

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Abstract

Fuzzy set theory has been extensively employed in mathematical programming, especially in linear programming problems. As a generalization of fuzzy sets, a hesitant fuzzy set is a very useful tool in places, where there are some hesitations in determining the membership of an element to a set. There are few studies on hesitant fuzzy linear programming problems; therefore in this paper, we have studied such problems. For this purpose, at first the motivation of the paper is explained, then types of hesitant fuzzy linear programming models are introduced. Since it is not easy to take all of the hesitant fuzzy models for the linear programming problems in one paper, we have restricted ourselves to describe symmetric and right-hand-side hesitant fuzzy linear programming problems with the flexible approach, and then proposed two new approaches to solve them. Finally, to illustrate the applicability of the proposed …

Keywords

, Fuzzy linear programming (FLP), hesitant fuzzy linear programming (HFLP), hesitant fuzzy set (HFS).
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@article{paperid:1073467,
author = {Ranjbar Taghi Abad, Mahdi and Effati, Sohrab},
title = {Symmetric and right-hand-side hesitant fuzzy linear programming},
journal = {IEEE Trans. Fuzzy Syst.},
year = {2019},
month = {January},
issn = {1063-6706},
keywords = {Fuzzy linear programming (FLP); hesitant fuzzy linear programming (HFLP); hesitant fuzzy set (HFS).},
}

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%0 Journal Article
%T Symmetric and right-hand-side hesitant fuzzy linear programming
%A Ranjbar Taghi Abad, Mahdi
%A Effati, Sohrab
%J IEEE Trans. Fuzzy Syst.
%@ 1063-6706
%D 2019

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