证明了它的收敛性和渐近最优性。
Its convergence and asymptotic optimality are proved strictly.
证明了算法的最优性和收敛性。
并给出了非线性半定规划的最优性必要和充分条件。
Finally, optimality necessary and sufficient conditions for nonlinear convex semidefinite programming are proved.
本文研究向量优化问题在严有效解意义下的最优性条件。
Optimality conditions for vector optimization problem to attain strictly efficient solutions are considered in the paper.
这两种滤波算法均保持了线性方差最小意义下的最优性。
It is optimal still in the sense of linear minimum-variance.
第三部分，研究平衡约束优化问题的可行性和最优性条件。
Finally, we study feasibility and optimality conditions for optimization problems with equilibrium constraints.
基于性能势方法，导出了由最优平稳策略所满足的最优性方程。
Based on a potential approach, the optimality equations satisfied by the optimal stationary policies are derived.
该方法计算简单、收敛快而准确，并保证收敛的唯一性和最优性。
The method is characterized by its simple calculation, fast and precise convergence, and the unique and optimal converging.
利用线性规划论的最优性原理和图解法解决一些特殊二重积分的估值问题。
This paper solves some special estimating value problems of double integral with the help of the optimality principle and graphical solution of the linear programming.
本文研究了在均方误差意义下岭型主成分估计在岭型降维估计类中的最优性。
The optimality of the MSE of combining ridge and principal components in the class of combining ridge and reduced dimension estimators is dealt with in this paper.
该方法所采用的系统不是等价于中心路径条件，而是等价于最优性条件本身。
The system which is employed in this method is equivalent to the optimality conditions and not to the central path conditions.
对带有常数滞后的微分方程系统的控制过程，我们给出了最优性的必要条件。
For control process in the systems of differential equation with constant lag necessary condition of optimality of singular control is found.
文中给出了算法及收敛性、最优性条件、计算实施的若干建议，以及计算实例。
The algorithm and its convergence, optimization condition, some suggestions about the computation, and the examples are given.
为研究基于有偏估计关于两类预测量的最优性判别问题提供了一种方法和思路。
Thus proposes an alternative method for the research of superiority of two predictors based on the biased estimation.
证明了最优控制的存在唯一性，给出了一阶最优性条件，讨论了最优反馈的合成。
The existence of a unique optimal control, the optimality conditions of first order, and the synthesis of the optimal feedback law a re investigated.
基于模糊判决原理，兼顾模糊目标和模糊约束的最优性隶属程度，构造判决函数；
Based on the fuzzy decision prin-cipsel, the optimal membership degrees of the fuzzy objectives and constraints are considered, and then the decision function is constructed.
运用此定理，在线性空间中建立了带广义不等式约束的向量极值问题的最优性条件。
By the alternative theorem, the optimality conditions of vector extremum problems with generalized inequality constraint are established in linear space.
通过分析水电站水价的估计式，得到了具有普遍适用性的、形式统一的最优性条件。
By introducing average electricity prices to analyze the water rate, a uniform formulation for the optimal conditions is obtained.
利用概率极限理论，证明了闭环系统的几乎必然一致稳定性和控制律的渐近最优性。
By the limit probability theory, it is shown that the closed-loop system is almost surely uniformly stable, and the control law is asymptotically optimal.
当目标函数是塑性极限弯矩凸函数时，证明了这一最优性条件也是最优解的充分条件。
It is proved that the optimality conditions are also sufficient if the objective function is a convex function of the plastic limit bending moment.
仿真分析表明，交换算法在平稳信道环境中，运算速度快且能够保证分配结果的最优性。
The simulation results show that the bit swap algorithm rapidly and optimally reallocates the bits and power between sub-carriers for a time stationary power-line channel.
该文利用集值映射的三种切上导数概念，给出了向量集值优化问题中严有效点的最优性条件。
In this paper, a few optimality conditions for strictly efficient points of set valued optimization are presented by using the concept of contingent derivatives of set valued mad.
并发现对所提出的EB检验，在某些条件下，具有渐近最优性的收敛速率，能够任意接近于1。
It is discovered that convergence rate with asymptotical optimality for the proposed EB test can arbitrarily approach to 1 under certain conditions.
研究了线性约束的非线性凸规划问题，基于最优性的充要条件，提出了求解它的一个神经网络。
The paper studies the nonlinear programming problem with linear constraints. Based on its optimality conditions, a neural network for solving it is proposed.
定义了最优控制问题的最优性函数，并证明了最优性必要条件与最优性函数的零点等价的结论。
Two optimality functions for above optimal control models arc introduced, and the cquiva-lence between the optimality function and the one-order necessary optimality condition is concluded.
定义了最优控制问题的最优性函数，并证明了最优性必要条件与最优性函数的零点等价的结论。
Two optimality functions for above optimal control models arc introduced, and the cquiva-lence between the optimality function and the one-order necessary optimality condition is concluded.
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