在极大极小树搜索时，我们经常寻找的是根节点的最优分支。
In the problems of minimax tree search, what we are looking for is often the optimal branch at the root node.
如果编译器知道这种预测信息，就可以围绕最可能执行的分支生成最优的代码。
If the compiler has this prediction information, it can generate the most optimal code around the branch.
通过分支指令访问条件结构的False部分，这不是最优的方式，但是访问它的可能性不大。
The False portion of the conditional would then be available through the branch instruction, which is less optimal but also less likely.
应用现代控制理论和方法来研究经济系统的演变规律和最优控制的学科称为经济控制论，是控制论的一个重要分支。
Economic Cybernetics is a subject which USES modern control theory to research economy system's law of development and optimal control, so it's a important branch of Cybernetics.
随机最优控制是现代控制理论的一个重要分支。
Stochastic optimal control is an important branch of control theory.
量子最优控制是新兴边缘学科量子控制论的一个重要分支，它的主要研究内容是根据优化目标的要求设法找到相应的控制策略。
One of the most important branches of a new marginal subject-quantum control is quantum optimal control, which mainly studies finding out a control strategy according to needs of the optimal target.
最优设计是试验设计中一个重要分支。
Optimal design is an important branch of the experimental design.
本文介绍了求解凸集上凹函数最优解的一种分支定界方法。
A branch and bound methods is proposed for minimizing concave function over a convex.
根据问题的最优性和可行性提出一新的区域删除准则以排除问题（P）的可行域中不存在全局最优解的部分，结合区域删除准则和分支定界理论给出新算法。
New region-deleting principles are proposed based on the optimality and feasibility of the problem so as to delete the subregion without containing the optimal solutions of the problem(P).
在解决各类整数规划问题时，分支-切割法是一个非常成功的方法，并且它能保证给出一个最优解。
In this paper, we analyze the methods from two aspects, cutting planes and branching on the basis of branch-and-cut algorithms.
本文针对一类带有反凸约束的凸函数比式和问题提出了一种求其全局最优解的分支定界算法。
This paper discusses the problem and presents a branch and bound technique to find alternate optimal solutions for assignment problem.
最优控制是自动控制理论的重要研究分支，本文首次对广义双线性系统的最优控制问题进行研究。
The optimal control is an important ramify of auto-control theory, the optimal control problem of Singular bilinear systems is studied in this paper firstly.
摘要最优控制是自动控制理论的重要研究分支，本文首次对广义双线性系统的最优控制问题进行研究。
The optimal control is an important ramify of auto-control theory, the optimal control problem of Singular bilinear systems is studied in this paper firstly.
它在许多数学分支，如最优化理论和方法、控制论、数学规划、大范围分析等领域都有广泛的应用。
It has widely applications in many mathematics subjects, such as optimization theory and method, control theory, programing and global analysis.
“分支”为整数规划最优解的出现创造了条件，而“定界”则可以提高搜索的效率。
"Branching step" has created the condition for the integer linear programming appearance, but "bounding step" may enhance the search the efficiency.
本文针对一类带有反凸约束的凸函数比式和问题提出了一种求其全局最优解的分支定界算法。
This article presents a branch and bound algorithm for globally solving the sum of convex-convex ratios problem with nonconvex feasible region.
SSD显示真性主动脉瘤最优，能立体、形象的显示动脉瘤大小、形态、部位及与主要分支的关系。
SSD was the best choice for displaying the stereographic features of true aortic aneurysm, such as its size, three dimensional shape, location and its relation with main arterial branches.
与直井区块开采方式存在最优井网和井距类似，在井的基本结构确定之后，存在最优的分支间距；
There exists the optimal value of space between side laterals, which is similar to the existence of the optimal well pattern and pattern well spacing in vertical well section production mode.
对于多分支的水轮发电机，可以采用多种中性点引出方式，相应主保护的构成方式和组合方案数目巨大，很难通过穷举法获得最优的配置方案。
Since a multi-branch hydro-generator could adopt many modes of neutral-point lead, its main protection configuration has a large number of constitute manners and compound schemes.
最优化是一个重要的数学分支，也是一门应用相当广泛的学科，最优化的目的是对于给出的实际问题，从众多方案中选择出最优方案。
Optimization is an important branch of mathematics, and a wide range of disciplines of subject. For the purpose of the actual problem, the best program can be chosen from many programs.
动态规划是运筹学的一个分支，它是解决多阶段决策过程最优化的一种数学方法。
The dynamic programming is a branch that it is multi-stage decision-making process of solving a mathematical optimization method.
智能优化技术是一个比较新的科学研究分支，它所研究的方向是在众多解决方案中分析什么样的方案会是最优，怎样寻找最优的解决方案。
Intelligent Optimization is a kind of new technology, which focuses on the research of what kind of solution is the best and how to find the best solution.
非线性规划作为最优化理论的重要分支，其研究问题的领域和解决问题的方法自上世纪60年代以来是各学科关注的焦点。
As an important branch of optimization theory, nonlinear programming has always been research field which was universal concerned by various disciplines since the 1960s.
非线性规划作为最优化理论的重要分支，其研究问题的领域和解决问题的方法自上世纪60年代以来是各学科关注的焦点。
As an important branch of optimization theory, nonlinear programming has always been research field which was universal concerned by various disciplines since the 1960s.
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