Hanson-Antczak-Type Generalized Invex Functions in Semiinfinite Minmax Fractional Programming, Part Ⅱ : First-Order Parametric Duality Models

G. J. Zalmai

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Hanson-Antczak-Type Generalized Invex Functions in Semiinfinite Minmax Fractional Programming, Part Ⅱ : First-Order Parametric Duality Models

机译：半无限Minmax分式规划中的Hanson-Antczak型广义凸函数，第二部分：一阶参数对偶模型

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摘要

In this paper, we discuss a fairly large number of parametric duality results under various generalized H A(α,β,γ,η,ρ,θ)-invexity assumptions for a semiinfinite discrete minmax fractional programming problem.

机译：在本文中，我们讨论了在半广义离散minmax分式规划问题的各种广义H A（α，β，γ，η，ρ，θ）-不变性假设下的大量参数对偶结果。

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《Communications on applied nonlinear analysis》 |2013年第1期|55-85|共31页
作者
G. J. Zalmai;
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Northern Michigan University Department of Mathematics and Computer Science Marquette, MI 49855;

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正文语种 eng
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Semiinfinite programming; discrete minmax fractional programming; Hanson-Antczak-type generalized invex functions; infinitely many equality and inequality con-straints; parametric dual problems; duality theorems;

机译：半无限编程离散最小最大分数编程Hanson-Antczak型广义凸函数;无限多的平等和不平等约束;参数对偶问题;对偶定理;
入库时间 2022-08-17 23:48:55

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专利

1. Hanson-Antczak-Type Generalized Invex Functions in Semiinfinite Minmax Fractional Programming Part Ⅲ: Second-Order Parametric Duality Models [J] . G. J. Zalmai Communications on applied nonlinear analysis . 2013,第3期

机译：半无限Minmax分式规划中的Hanson-Antczak型广义凸函数第三部分：二阶参数对偶模型
2. Hanson-antczak-type generalized (α, β, γ, ε, ν,ρ, θ)-V-invex functions in semiinfinite multiobjective fractional programming, part II: First-order parametric duality models [J] . Zalmai G.J. Advances in nonlinear variational inequalities . 2013,第2期

机译：半无限多目标分数规划中的Hanson-antczak型广义（α，β，γ，ε，ν，ρ，θ）-V-invex函数，第二部分：一阶参数对偶模型
3. Hanson-Antczak-Type Generalized Invex Functions in Semiinfinite Minmax Fractional Programming, Part Ⅰ : Sufficient Optimality Conditions [J] . G. J. Zalmai Communications on applied nonlinear analysis . 2012,第4期

机译：半无限Minmax分式规划中的Hanson-Antczak型广义凸函数，第一部分：充分的最优性条件
4. Wolfe duality for multiobjective programming problems with generalized uniform B#x03C1;-(p, r)-invexity functions [C] . Wang Rongbo, Feng Qiang 2012 Third International Conference on Intelligent Control and Information Processing. . 2012

机译：具有广义一致B ρ-（p，r）-不变性函数的多目标规划问题的Wolfe对偶
5. REALIZING FRACTIONAL DERIVATIVES OF ELEMENTARY AND COMPOSITEFUNCTIONS THROUGH THE GENERALIZED EULER’S INTEGRALTRANSFORM AND INTEGER DERIVATIVE SERIES: BUILDINGTHE MATHEMATICAL FRAMEWORK TO MODEL THEFRACTIONAL SCHR ODINGER EQUATION INFRACTIONAL SPACETIME [D] . Gladkina, Anastasia. 2018

机译：通过广义EULER的积分形式和整数导数系列实现基本和复合函数的分数导数：建立数学框架以建模分数维SCHR Odinger方程分数空间
6. Second Order Duality in Multiobjective Fractional Programming with Square Root Term under Generalized Univex Function [O] . Arun Kumar Tripathy 2014

机译：广义Univex函数下具有平方根项的多目标分数规划的二阶对偶性
7. Global parametric sufficient optimality conditions for discrete minmax fractional programming problems containing generalized (φ, η, ρ)-V-invex functions and arbitrary norms [O] . G. J. Zalmai, Qinghong Zhang 2007

机译：包含广义（φ，η，ρ）-V-invex函数和任意范数的离散minmax分数规划问题的全局参数充分最优性条件

Hanson-Antczak-Type Generalized Invex Functions in Semiinfinite Minmax Fractional Programming, Part Ⅱ : First-Order Parametric Duality Models

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