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point to set mapping
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  点-集映射
     According to the Zangwill's global convergence theory,a point to set mapping which supports the algorithm solving the generalized steady state optimizing control problem(GOP) is defined.
     根据 Zangwill全局收敛理论 ,定义了求解工业过程广义稳态优化控制问题的算法赖以依托的点 -集映射关系 ;
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  “point to set mapping”译为未确定词的双语例句
     Point to Set Mapping Complementarity Problem Theory and Application
     集值映射互补问题理论及其应用
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     Considering the computation of Kakutani fixed point of a point to set mapping in Rn, Merrill proposed a restart simplicial algorithm.
     以欧氏空间中集值映射的Kakutani 不动点的计算为背景,Merrill 提出了一个重 复开始算法。
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  相似匹配句对
     It is the point of the thesis.
     这章将展现陈蝶仙作为文人的一面。
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     Extreme Point of f(x) and f~n(x)
     连续函数f(x)与{f(x)}~n的极值
短句来源
     Point Monotony of Function
     函数的点单调性
短句来源
     On Fixed Point Sets
     关于不动点集
短句来源
     The standards point to the power of proof.
     第二章两大法系的诉讼证明标准。
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  point to set mapping
An algorithm to compute a fixed point of an upper semicontinuous point to set mapping using a simplicial subdivision is introduced.
      
The multivalue is a point-to-set mapping whose selectors may be seen as values of the fuzzy games.
      


Considering the computation of Kakutani fixed point of a point to set mapping in Rn, Merrill proposed a restart simplicial algorithm. In this paper, the implementation of this algorithm in IBM-PC computer and its applications in nondifferentiable optimization problem and highly nonlinear equation are described. Numerical results show that the algorithm is efficient.

以欧氏空间中集值映射的Kakutani 不动点的计算为背景,Merrill 提出了一个重 复开始算法。本文论述了Merrill重复开始算法在IBM-PC 机上的实现及其在求解不 可微数学规划和非线性方程组中的应用。欲值结果表明算法的效果良好。

This paper describes a common package of fixed point algorithm for nons- mooth optimization-NDOFPA, which is used on IBM-PC/XT. It may be used to obtain the Kakutani fixed point of point-to- set mapping, to solve nonlinear equations with differentiable or/and nondifferentiable functions, and to solve the constrained and unconstrained optimizations with differentiable or/and nondifferentiable functions. The numerical results obtained on several test problems indicate that this kind...

This paper describes a common package of fixed point algorithm for nons- mooth optimization-NDOFPA, which is used on IBM-PC/XT. It may be used to obtain the Kakutani fixed point of point-to- set mapping, to solve nonlinear equations with differentiable or/and nondifferentiable functions, and to solve the constrained and unconstrained optimizations with differentiable or/and nondifferentiable functions. The numerical results obtained on several test problems indicate that this kind of algorithm and software is efficient to solve the problems as above.

介绍在IBM-PC/XT微机上实现的一个通用的不可微优化不动点算法软件包 NDOFPA,它可以用于求集值映射的 Kakutani不动点。求解可微和不可微的非线 性方程组,无约束和约束的优化问题.从已经计算过的几十个例子看出:这一类算法 及其计算软件对于上述问题的求解,效果良好.

The concept of axiomatized feasible production set is discussed and the proof of structure form of the feasible production set about production unit known the observable set of production activity is given. This paper proposes the concept of Optimal production function and establishes the mathematical programming models-which are used to define the optimal production functions that reflect the purposefulness of production action. Two optimal production functions given for the production process...

The concept of axiomatized feasible production set is discussed and the proof of structure form of the feasible production set about production unit known the observable set of production activity is given. This paper proposes the concept of Optimal production function and establishes the mathematical programming models-which are used to define the optimal production functions that reflect the purposefulness of production action. Two optimal production functions given for the production process of multi-input—multi-output are the production function in some extensive sense. The relations beteen multi-input and multi-output which are reflected by the optimal production functions are a Point-to-set mapping.

在讨论公理化生产可能集概念的基础上,对已知生产活动观测集的生产单元的生产可能集的构造形式给出了证明。提出了最优生产函数的概念并建立了确定最优生产函数的数学规划模型。本文提出的最优生产函数反映了生产行为的目的性。对多投入、多产出过程提出的两种最优生产函数是广泛意义下的生产函数,它们是点到集合的映射。

 
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