Title of article
A New Approach for Solving Fully Fuzzy Bilevel Linear Programming Problems
Author/Authors
Tayebnasab, S. F Department of Mathematics - University of Sistan and Baluchestan , Hamidi, F Department of Mathematics - University of Sistan and Baluchestan , Allahdadi, M Department of Mathematics - University of Sistan and Baluchestan
Pages
11
From page
1
To page
11
Abstract
This paper addresses a type of fully fuzzy bilevel linear programming (FFBLP) wherein all the co-efficients and decision variables in both the objective functions and constraints are triangular fuzzy numbers. In order to obtain the fuzzy optimal solution, a new efficient method for FFBLP with unconstrained variables and parameters has been proposed, . This proposed approach is based on crisp bilevel programming. Some examples have been provided to illustrate these methods.
Keywords
Bilevel linear programming , Triangular fuzzy numbers , Ranking function , Optimal solution , Unconstrain variables
Journal title
Astroparticle Physics
Serial Year
2020
Record number
2468732
Link To Document