摘要
本文利用参数逼近在函数广义 (F ,ρ) -凸的条件下 ,建立了一类多目标式变分问题关于有效解的对偶理论。
A class of multiobjective fractional variational problems is considered and dual is formulated. under the generalized ( F,ρ )-convexity on the functions involved, duality theorems are proved through a parametric approach to relate efficient solutions of the primal and dual problem.
出处
《数学杂志》
CSCD
北大核心
2002年第3期249-254,共6页
Journal of Mathematics
关键词
多目标变分问题
对偶性
(F
ρ)-凸
multiobjective variational problem, duality, ( F,ρ )-convexity
