Fuzzy linear fractional bi-level multi-objective programming problems
-
Received date: August 26, 2012
Accepted date: September 10, 2012
Published date: September 15, 2012
https://doi.org/10.14419/ijamr.v1i4.416
-
Abstract
The Kuhn-Tuker condition has become nowadays an important tool in the hands of investigation for checking the optimality in optimization literature. In the present paper with use of a Taylor series and Kuhn-Tucker conditions approach, we solve a fuzzy linear fractional bilevel multi-objective programming (FLFBL-MOP) problem. The Taylor series is an expansion of a series that represents a function. In the proposed approach, membership functions associated with each level(s) of
the objective(s) of FLFBL-MOP problems are transformed and unied by using a Taylor series approach. By using the Kuhn-Tucker conditions, the problem is reduced to a single objective and nally, numericalexample is given to illustrates the efficiency and superiority of the proposed approach. -
Downloads
-
How to Cite
safaei, nemat, & saraj, mansour. (2012). Fuzzy linear fractional bi-level multi-objective programming problems. International Journal of Applied Mathematical Research, 1(4), 643-658. https://doi.org/10.14419/ijamr.v1i4.416Received date: August 26, 2012
Accepted date: September 10, 2012
Published date: September 15, 2012