动态规划理论的英文

• theory of dynamic programming

• "动态"英文翻译    trends; general trend of aff ...
• "规划"英文翻译    programme; plan draw; mark; ...
• "理论"英文翻译    theory
• "规划理论" 英文翻译 :    theory of planning
• "动态规划 动态规划法" 英文翻译 :    dynamicprogramming
• "动态规划" 英文翻译 :    dp; dynamic programing; dynamic programming; dynamicprogramming; programming, dynamic
• "动态规划法" 英文翻译 :    dynamic programming
• "动态规划算法" 英文翻译 :    dynamic programming algorithm
• "动态规划形成" 英文翻译 :    dynamic programming formulation
• "动态规划应用" 英文翻译 :    dynamic programming application
• "模糊动态规划" 英文翻译 :    fuzzy dynamic programming
• "前向动态规划" 英文翻译 :    forward dynamic programming
• "随机动态规划" 英文翻译 :    stochastic dynamic programming
• "规划理论与实践" 英文翻译 :    planning theory & practice
• "成本问题动态规划" 英文翻译 :    cost-problem dynamic programming
• "第十五章 动态规划" 英文翻译 :    dynamic programming
• "动态规划的技巧" 英文翻译 :    art of dynamic programming; artofdynamicprogramming
• "分布式动态规划" 英文翻译 :    distributed dynamic programming
• "前推动态规划算式" 英文翻译 :    forward dynamic programming algorithm
• "确定型动态规划" 英文翻译 :    deterministic dynamic programming
• "运筹学动态规划" 英文翻译 :    operation research dynamic programming
• "动态规划与有界测度" 英文翻译 :    dynamic programming and bounded measure
• "动态规划与专家研讨" 英文翻译 :    dynamic planning and the power of charrettes
• "基于动态规划图搜索算法" 英文翻译 :    graph searching formulation of dynamic programming
• "离散微分动态规划法" 英文翻译 :    dddp

• Theory of dynamic programming
  动态规划理论
• People , ship and environment are all dynamic states , which form a comprehensive and mutual implication system . applied dynamic layout theory and optimum cybernetics make the comprehensive policy and dominance on system uncertainty due to complexity and changeability of the sea environment
  人、船舶和环境都是动态因素，是一个十分复杂的相互牵连系统，应用动态规划理论和最优控制理论，对航行环境的复杂性和可变性而导致系统不确定性作出综合决策和控制，并对改向决策后的船舶操作运动进行控制实现。
• Above results all use the theory and knowledge of system analysis , drainage and water - saving irrigation . ( l ) on the basis of spring - wheat requiring - water regulation , referring to deficient irrigation experiment data of spring - wheat , and using dynamic programming theory , this thesis develops the optimization model of spring - wheat irrigation system . the aim of model is to reduce the irrigation quota during growing - period
  ( 1 )根据春小麦的需水规律，应用动态规划理论和非充分灌溉原理，参照灌区春小麦的非充分灌溉实验资料，以减小生育期的灌溉定额为目的，建立了春小麦灌溉制度优化模型。
• The main research work and achievements in the dissertation are given as follows : 1 using dynamic programming techniques and two different criterions ( maximum probability of hit criterion and maximum expected no . of penetrators criterion ) , the author investigates optimal allocation of tactical missiles between a primary target and a secondary target under the condition that the primary target is defended by the secondary target ( only " normal " defensive mode can be used by the defender ) , presents the optimal policy of tactical missiles attacking the primary target
  本文所进行的研究工作和取得的创新性成果主要为： 1利用动态规划理论和两个不同的准则(最大命中概率准则和最大期望突防数量准则) ，研究了一个主要目标在一个次要目标防卫下(次要目标采用“常规”防守模式) ，战术导弹对这两个目标打击的优化分配问题，给出了导弹对目标打击的最优分配策略。
• This paper first presents the uncertainty of water resources and the process of fuzzy set theory in this field , then analyzes the current conditions of agricultural water resources and its sustainable developments in our country . based on the researches in this field , considering its character of multi - objective , multi - layer , multi - function and multistage , this paper mainly deals with the fuzziness and stochastic uncertainty of agricultural water resources system . the major contents and research results are as follows : 1 based on chen shouyu ' s fuzzy set theory , this paper presents a fuzzy optimal multi - dimension and multi - objective dynamic programming model , then two methods are given
  本文首先阐述了水文水资源的不确定性及模糊水文水资源学的发展现状，分析了我国农业水资源现状及其可持续利用，在论述区域农业水资源优化领域研究现状的基础上，鉴于农业水资源系统优化的多目标、多层次、多功能、多阶段、多维与随机的特征，针对系统中普遍存在的模糊性和随机性开展研究，主要研究内容和研究成果概括如下： 1 、基于陈守煜提出的多目标模糊优选动态规划理论，提出复杂水资源系统的多维多目标模糊优选动态规划问题的两种求解办法：多维多目标的决策序列相对优属度总和最大法和多维多目标阶段模糊优选动态规划方法。
• 2 based on dynamic programming techniques , using three different criterions ( maximum probability of hit criterion , maximum expected no . of penetrators criterion , and minimum expected cost criterion ) , the author investigates optimal allocation of tactical missiles between a ( several ) primary target ( s ) and several secondary targets under the condition that the primary target ( s ) is defended by the secondary targets ( only " normal " defensive mode can be used by the defender ) . the optimal allocation policies of tactical missiles between the primary target ( s ) and the secondary targets are given
  2基于动态规划理论，采用三个不同的准则(最大命中概率准则、最大期望突防数量准则以及最小期望费用准则) ，研究了一个和多个主要目标在多个次要目标防卫下(次要目标采用“常规”防守模式) ，战术导弹对这两类目标打击的优化分配问题，给出了导弹对目标打击的最优分配策略。