Title of article :
OPTIMALITY CONDITIONS AND DUALITY IN MINMAX FRACTIONAL PROGRAMMING, PART III: SECOND-ORDER PARAMETRIC DUALITY MODELS
Author/Authors :
ZALMAI ، G. J. - Northern Michigan University , ZHANG ، QINGHONG - Northern Michigan University
Abstract :
In this paper, we construct several second-order parametric duality models and prove appropriate duality theorems under various generalized (F, b, φ,ρ, θ)-sounivexity assumptions for a continuous minmax fractional programming problem containing arbitrary norms.
Keywords :
Continuous minmax fractional programming , generalized (F , b , φ , ρ , θ) , sounivex functions , arbitrary norms , second , order dual problems , duality theorems
Journal title :
Journal of Advanced Mathematical Studies
Journal title :
Journal of Advanced Mathematical Studies
