陈凌蕙, 易福侠, 郭林. 高阶广义(F, ρ, d)-凸下的高阶Schaible对偶模型[J]. 南昌航空大学学报(自然科学版), 2011, 25(1): 71-73,77.
引用本文: 陈凌蕙, 易福侠, 郭林. 高阶广义(F, ρ, d)-凸下的高阶Schaible对偶模型[J]. 南昌航空大学学报(自然科学版), 2011, 25(1): 71-73,77.
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CHEN Ling-hui, YI Fu-xia, GUO Lin. Higher Order Schaible Dual Model in Higher Order Generalized (F,ρ,d)-Convexity[J]. Journal of nanchang hangkong university(Natural science edition), 2011, 25(1): 71-73,77.
Citation: CHEN Ling-hui, YI Fu-xia, GUO Lin. Higher Order Schaible Dual Model in Higher Order Generalized (F,ρ,d)-Convexity[J]. Journal of nanchang hangkong university(Natural science edition), 2011, 25(1): 71-73,77.
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高阶广义(F, ρ, d)-凸下的高阶Schaible对偶模型

Higher Order Schaible Dual Model in Higher Order Generalized (F,ρ,d)-Convexity

    摘要
  • 摘要: 在高阶广义(F,ρ,d)-凸的条件下建立极小极大分式规划问题的高阶Schaible对偶模型,且证明其相应的弱对偶和强对偶定理.

     

    Abstract: In the present paper,a type of higher order dual model is formulated for minmax fractional programming problem.The concept of higher order generalized(F,ρ,d)-convexity is adopted in order to discuss weak and strong duality theorems.

     

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