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1)  local optimization strategies
局部优化策略
2)  local justification
局部策略
1.
The solution to it has experienced from global justification to local justification and to new global justification.
归纳问题是归纳逻辑中的根基性问题,对它的解决经历了从整体辩护到局部策略,再向新的整体辩护复苏的思路转变。
3)  local optimization searching strategy
局部最优搜索策略
1.
To overcome these deficiencies resulting in the precocity and stagnation,the parameters of the city selective strategy and the local optimization searching strategy are adopted.
为了克服标准蚁群算法容易陷入局部最优化从而导致算法过早停滞的缺陷,论文引入了城市选择策略的变参数和局部最优搜索策略,同时对信息激素的更新方式提出了相应的改进策略,并应用于对TSP问题的仿真实验。
4)  circling strategy of local extreme values
局部最优徘徊策略
1.
The improvements of NGA are as following:the discriminating standard L for distances among individuals set as dynamic function to keep the diversity of colonies;the elitist strategy is adopted to ensure the convergence of the algorithm;the circling strategy of local extreme values is used as auxiliary termination principle to avoid falling into local optima.
算法主要做了以下改进:设置个体之间的距离判别标准L为动态函数,保持了群体的多样性;采用最优保存策略保证算法的收敛性;采用局部最优徘徊策略作为辅助终止原则,避免陷入局部最优情况。
5)  optimization strategy
优化策略
1.
An optimization strategy of NAM using raster scanning;
基于光栅扫描的NAM优化策略
2.
Research on the optimization strategy used when coping with queries;
查询处理过程中的优化策略研究
3.
Primary design parameters and optimization strategy of the thrust deduction characteristics of ship hull and composite propulsor system;
船体与组合推进器系统推力减额特性设计主参数和优化策略研究
6)  optimized strategy
优化策略
1.
Energy optimized strategy based on clustering arithmetic;
一种基于分簇算法的能量优化策略
2.
The paper proposes the reactive optimized strategy to improve Oracle database performance through investigating and analyzing the bottleneck of system.
文章在调查并分析了影响运行中Oracle数据库系统性能的瓶颈后,提出了改善数据库性能的有效的事后优化策略。
3.
In the end , a kind of optimized strategy of MVC in the complex software system is put forward , whose accomplishment in the web applications indicates that this method is better greatly used in the realm of software design and integration .
而后提出了复杂系统中MVC模式的一种优化策略,具体的Web实现表明该方法在软件设计与集成中具有广泛的适用性。
补充资料:局部优化
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性质:对于大多数优化问题而言,其目标函数取值在定义域上是多峰的,一种优化算法如果不考虑目标函数的多峰性,在优化问题定义域内找到任意一点,使目标函数的取值大于其某一邻域内任意一点的函数值,优化过程即结束,这样一类优化算法称为局部优化算法,局部优化算法一般收敛比较快,但结果的好坏比较多的取决于优化起点的选择,容易错过全局最优点,同时它也是全局优化算法的基础,牛顿法是常见的局部优化算法。

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