对偶性

控制系统输出至X的输出反馈解耦&积分型解耦的对偶性

Feedback Decoupling or System Output to x ─ duality of integral form decoupling

一类E（b，ρ）-凸半无限规划的对偶性及鞍点理论

Duality and saddle-point theory for a class of E_ ( b ,ρ) - convex semi-infinite programming

G-（F，ρ）凸意义下多目标规划真有效解的对偶性

Duality for multiobjective programming with g - ( f ,ρ) convexity

根据电路的对偶性原理，本文提出了新型的电流型Z源逆变器。

Based on the duality principle , the thesis proposes the novel current-fed Z-source inverter .

Modular拟阵的对偶性

The Dual Modular Matroid

OU型Markov过程的不变测度及弱对偶性

On invariant measure and weak duality of Markov processes of Ornstein Uhlenbeck type

群体多目标最优化的Lagrange对偶性

Lagrange duality for group multiobjective optimization

对偶性与Lagrange方法

Duality and Lagrange Technique s

Maxwell理论的电磁对偶性

Electric-magnetic duality in Maxwell theory

带约束MDI问题的对偶性与灵敏度分析

Duality and sensitivity analysis on the constrained MDI problems

非光滑Lipschitz规划的对偶性

Duality for Nonsmooth Lipschitz Programming

多目标规划Hartley真有效解的对偶性

Duality of multiobjective programming for Hartley proper efficient solution

一类广义V-I型多目标规划的对偶性

Duality for a Class of Multiobjective Programing under Generalized V-Type I

非光滑非凸多目标规划的Wolfe型对偶性

The Wolfe Type Duality for Nonsmooth Nonconvex Multiobjective Programming

Kuhn-Tucker条件与线性规划的对偶性

Kuhn - Tucker Condition and Duality of Liner Programming

手征模型的对偶性及其与sine-Gordon方程的几何关联

Dual symmetry of chiral model and geometrical correspondence between chiral field and sine-Gordon equation

在引入Drac磁单极（即磁荷）的情况下，首先介绍了Maxwell方程双矢势下的电磁对偶性。

The electromagnetic duality of Maxwell equation with double potentials based on the condition of Dirac monopoles is introduced , and the d'Alembert equation presented .

揭示现代产品几何技术规范（GeometricalProductSpecificationandVerification，GPS）中规范过程和检验/认证过程的物象对应关系，以及其表面模型存在着对偶性、操作技术存在着共性的内在规律性；

Indicate object-mirror corresponding relation between the specification stage and verification stage of geometrical product specification and verification ( GPS ), and the inherent regularity between the duality of their surface models and commonness of their operation technology .

对于涉及Bs不变凸和严格Bs不变凸函数的半无限规划，得到了一些最优性充分条件和几个MondWeir型对偶性结果。

The sufficient optimality conditions and Mond_ Weir type duality results are obtained for a nondifferentiable nonlinear semi_infinite programming problem involving B_s_invex and strictly B_s_invex functions .

多目标分式规划G-Pareto解的Mond-Weir型对偶性

The Mond-Weir type duality of g-pareto solution for Multiobjective Fractional Programming

进一步明确基于对偶性的表面模型、操作及操作算子技术，对于实现GPS设计与计量的统一性、与CAx的集成性和数字化功能是至关重要的。

Moreover , illuminate that the surface model , operation and operator technology based on duality are critical in realizing the unity between GPS designs and GPS verification , integrating with CAx and the digitized function .

利用Petri网结构理论与对偶性，在非对称选择网（AC）中找到了一个子类：新扩展强化非对称选择网（NESAC）。

Based on the structural theory and the duality of Petri Nets , a subclass of Asymmetric Choice Nets ( AC ), New Extended Strong Asymmetric Choice Nets ( NESAC ), is defined .

含有BF-I函数的多目标变分问题的混合对偶性

Mixed Type Duality for Multiobjective Variational Problems Containing BF-I Function

对Banach空间给出了一种K一致光滑性的概念，证明了它与K一致凸性具有对偶性，同时还给出Banach空间成为K一致光滑空间的一个定量形式的充分条件。

For a Banach space , we define a notion of K uniform smoothness which is proved to be a dual notion of K uniform rotundity . Moreover , a sufficient conditon in quantitative form for a Banach space to be K uniformly smooth is obtained .

本文在Hartley真有效解的意义下讨论自身对偶性，得到了类似于〔1〕和〔2〕中的结果。

In this paper , the self-duality is discussed in the sense of Hartley proper efficient solu-ions , and results similar to [ 1 ] and [ 2 ] are obtained .

本文利用作者在文〔1〕中提出的ρs－凸函数和ρs－严格凸函数的概念，讨论了一类非光滑多目标规划的Wolfe型对偶性。

In the paper , the Wolfe type duality for a class of nonsmooth multiobjective programs is discussed by using the concepts of ρ s-convex function and ρ s-strictly convex function given by author in .

这里以简单方式证明了R-Q型因子分析对偶性，并给出一种方便的R-Q型因子得分计算公式。

In the paper , the duality of R-Q mode factor analysis is proved , and a convenient computing formula for R-Q mode factor scores is given with a simple manner .

其次，在目标映射为锥-类凸的假设条件下，得到了集值优化问题（SVP）的ε-（真）严有效点（解）的ε-Lagrange乘子定理及ε-Lagrange型对偶性结果。

And then , under the assumption that the objective function is cone-convexlike , we get the results off - Lagrange multiplier ,ε - Lagrange duality of the set of ε - proper strict efficient solutions of ( SVP ) .

第二章讨论切测度的几何特征及测度与切测度的平坦性特征。利用blow-up技巧和对偶性原理，我们证明了切集的存在性定理。

In Chapter 2 , we study the geometric properties of tangent measures and the flatness properties of a measure , and give out an existence theorem of a micro tangent set of a measurable set by using the " blow-up " technique and the idea of duality theory .

随机环境中两性分枝过程的马氏性和对偶性

Markov Property and Duality of Bisexual Branching Processes in Random Environments