1) Bell man optimization mechanism
Bellman最优化原理
1.
The successful experience was introduced of rolling the thin walled channel beam- 7 5 #?10 #?15 # to export, which applied Bell man optimization mechanism to design pass system Mean while,the influence factors on finishing product rate were analyzed,and the resolution methods were put forwar
介绍了济钢中型厂采用Bellman最优化原理优化孔型设计 ,一次性成功轧制出 7 5 # 、 1 0 # 、 1 5 #出口薄壁槽钢的成功经验 ;分析了影响成材率的主要因素 ,并提出了相应措施。
2) the principle of Bellman stochastic optimization
Bellman随机动态最优化原理
3) Bellman principle
bellman原理
1.
This paper used the theory of Function S-Rough Sets to realize the matching of dynamic mode between reference mode and test mode,and then calculate the Levenstein distance with dynamic programming algorithm of Bellman principle.
应用函数双向S-粗集理论实现参考模式和测试模式的动态模式匹配,用Bellman原理的动态规划算法实现全局约束定义下的Levenstein距离的计算,以此确定出参考模式和测试模式的距离测度,有明显降低计算复杂度的效果,并以无纸考试系统非标准化试题的智能评分为例进行说明。
4) optimal principle
最优化原理
1.
Application of approach to geomorphology combined with optimal principle in determining parameters of Nash model;
地貌学与最优化原理相结合的途径在确定Nash模型参数中的应用
5) optimization principle
最优化原理
1.
In this paper,a dynamic programming model is established of investment in the gas piping with the optimization principle.
本文针对铺设管道的费用问题 ,有效利用最优化原理 ,建立合适的动态规划模型 ,使其总费用最
2.
This paper investigates the problem on reproduction and sale of cattle by forward and backward optimization principle respectively.
本文分别用前向和后向最优化原理考察了牲畜繁殖销售问题,根据收益函数的凹凸性,给出了一些相应的计算公式。
3.
Through the static load test to the Neixiang Tuanhe Bridge, using the plateform of MATLAB and MIDAS software, and adopting the optimization principle to obtain the updated finite element model after updating the initial finite element model of the bridge structures that based on the static test data.
(2)对内乡湍河桥进行静载试验,以MATLAB和MIDAS软件为平台,应用最优化原理,对基于静力测试数据的桥梁结构进行初始有限元模型修正,得到修正后的有限元模型。
6) optimization theory
最优化原理
1.
According to characteristic and aim of traffic planning,this paper introduces an approach which is based on GIS spatial analysis and optimization theory.
针对交通规划的特点和目标 ,介绍一种基于最优化原理和 GIS空间分析方法的交通站点规划方法 。
补充资料：Bellman方程
Bellman方程
Bellman equation
Be腼an方程【E短Uma.叫四肠.;块卿M幽ypaB.e..司 l)为解.优控制(叩timal cop缸ol)问题提出的一种特殊类型的偏微分方程加果能雄;到Bellman方程Cau‘细问题的解，那么就容易得到原卿题的最优解· 2)解离散最优控制问题的一种逛推关系·借助于Bellman方程求得最优解的方法称为动态规划(dyna-m ie Programming)【补注】连续时间最优控制问题的Bellman方程也常称为动态规划方程(dynamic progamming eqUa-tion).例子和更多的细节见最优性的充分条件(oPt卜mality，su伍dent印nditions)也还有随机控制问题的一个变形.
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条