Academic Editor: Youssef EL FOUTAYENI
Received |
Accepted |
Published |
02 January 2020 |
17 January 2020 |
10 March 2020 |
Abstract: A multiobjective fractional optimization problem, which consists of more than two fractional objective functions with convex numerator functions and concave denominator functions, subject to conic and geometric constraint set, is considered in this work.By using a parametric approach, we transform the problem as a non-fractional multiobjective convex optimization problem. By means of this equivalence, we establish in the absence of any constraints qualification, sequential necessary and sufficient optimality conditions for multiobjective fractional optimization problems characterizing completely a Henig proper efficient solution.
