1.
Higher-Order Fritz John Type Optimality Conditions for Benson Proper Efficient Solutions in Set-Valued Optimization Problems
集值优化问题Benson真有效解的高阶Fritz John型最优性条件(英文)
2.
Scalarizations of Benson Proper Efficiency in Separable Metric Space;
可分距离空间中Benson真有效点的标量化
3.
Benson proper efficiency in vector optimization with set-valued maps
集值向量优化的Benson真有效性
4.
ε-Super Efficient Solutions of Set-valued Optimization Programs and the Subdifferential of Benson Proper Efficiency;
集值优化问题的ε-超有效解和Benson次微分
5.
Optimality Conditions for Henig and Globally Proper Efficient Solutions and Connectedness of Their Solution Sets;
Henig有效解和Henig全局真有效解的最优性条件以及解集的连通性
6.
Connectivity of the Henig Proper Efficient Point (Solution) Set for Vector Optimization
向量优化的Henig真有效点(解)集的连通性
7.
The Topological Properties of ε-efficient Set in Vector Optimization of Set-valued Maps;
集值向量优化问题ε-真有效解集的拓扑性质
8.
Weakly Efficient Solution and Optimality Condition for Non-smooth Vector Maximization Problem;
非光滑向量极值问题的真有效解与最优性条件
9.
As a result, the Geneva settlement on Laos never went into effect.
结果，日内瓦会议关于老挝问题的解决办法始终没有真正生效。
10.
Upper Semi-continuity of G-proper Efficient Solution Mapping for Multi-objective Optimization;
多目标最优化问题G-真有效解映射的上半连续性
11.
Accounting appointment system is not effective sdution to solve unture accounting information;
会计委派制并非解决会计信息失真问题的有效良策
12.
ε-Properly Efficient Solutions of Vector Optimization Problems with Set-Valued Maps in Linear Spaces
线性空间中集值映射向量优化问题的ε-真有效解
13.
A study on the screening of fungal strains and the degradation of COD in vancomycin production wastewater
有效降解万古霉素废水COD的真菌菌株筛选及研究
14.
virtual reality (with simulation effect )
虚拟现实(具有仿真效果)
15.
an editorial with real punch;
有真实效应的期刊;
16.
Any of various fungi that often cause disintegration of organic matter.
真菌能引起有机物质的分解的真菌
17.
Screening and isolation of two fungi strains capable of degrading herbicide glyphosate and its degradation efficiency;
两株草甘膦降解真菌的分离及其降解效能研究
18.
Result shows that the Hungarian algorithm is an effective method for solving the assignment problem.
仿真结果表明匈牙利算法对于此类多目标分配指派问题的求解是十分有效的。