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integer programming中文是什么意思

  • 整数规划法
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  • Investigation of quantitative , decision - making techniques available to management . topics include linear programming , integer programming , game theory , simulation , queuing theory , networking , project management , and inventory control
    本课程旨在研究量化与决策技术在管理的应用。课程内容包括线性规划、数理规划、竞赛理论、仿真程序、排队理论、网络建立、项目管理及库存控制理论。
  • First of all , it summarized predecessors " research methods and results , and then art1 artificial neural networks and integer program based on the p - median method were utilized to simulate a classic example respectively
    首先总结了这方面前人的研究方法和成果,其次运用了基于p - median技术的art1人工神经网络和整数规划的方法分别对一个经典范例进行了仿真,并与前人的结果进行了比较。
  • On base of consulting a great amount of material , a deep research on the optimized method of the transformer maintenance schedule design is done in this paper , the integer programming model is set up and the ga ( genetic algorithm ) is adopted to get the optimized result
    本文深入研究了变压器检修计划的优化决策方法,建立整数规划数学模型,并采用鲁棒性很强遗传算法进行优化求解。
  • Selecting cultivated land into prime farmland is the process of determining every cultivated land plot wether being selected into prime farmland or not according to the ranking results and the quantity of prime farmland . a 0 - 1 integer programming model can solve this problem
    耕地入选基本农田是根据耕地排序结果,以基本农田数量为约束,确定每块耕地是否被选为基本农田,具体采用0 - 1整数规划模型。
  • In order to minimize total ordering and holding costs , a simple solution model using mixed integer programming techniques is presented to determine the optimal solution of the number of orders and timing of replenishment points , and quantity to be ordered at each replenishment
    此外,为达到极小化总订购成本及总持有成本,本模型?用混合整?规划技巧提供一个简单求解方法,可同时求得最佳订购次? 、订购点及每次订购? ? 。
  • Based on the modified house of quality , the chance - constrained programming model is developed to determine the optimal striving targets by stochastic simulation and genetic algorithm , and the 0 - 1 integer programming model is derived for the decision - making of reengineering objectives
    基于改进的质量屋建立了机会约束规划模型,通过随机类比和遗传算法确定最佳奋斗目标;建立了0 - 1整数规划模型,用于经营过程重构目标的决策。
  • Then , the four procedures of controller synthesis , namely , the constraint transformation method ( ctm ) , the eigen marking method ( emm ) , the linear integer program method ( lip ) and the extended linear integer program method ( elip ) are discussed one by one
    监控理论部分:首先讨论了禁止状态问题的最大允许控制器存在的充分必要条件;接着研究了四种具体的控制器综合方法,即约束变换法、特征标识法、线性整数规划法和扩展线性整数规划法。
  • With the mixing ratio calculated from the production scheduling , a mixed integer programming model of crude oil storage scheduling is presented based on the crude oil inventory and input planning , the relationship between crude oil storage in the port tank and in the refinery tank is fully considered
    根据炼油生产调度得到的原油混炼比,结合原油库存和进厂计划,对原油储运调度问题建立了混合整数规划模型,分别就厂内罐区和码头罐区进行了详细的描述。
  • This paper also suggests an effective method of preventing premature of genetic algorithm is presented based on the analysis of causes of premature of genetic algorithms . some different local optima are found firstly and the best of these solutions is regarded as the last result . 0 - 1 integer linearity programming is an important integer programming model
    另外ga在应用中还存在早熟收敛的问题,本文介绍了解决该问题的一种策略,对一个优化问题连续多次运行ga以求得多个不同的局部最优解,再从这多个局部最优解中挑选一个最优的作为算法的最后结果,该方法可大大提高了ga求得真正全局最优解的可能性。
  • Then , with respect to the objective of minimizing the total experimental cost , the optimal test plan ( including the sample size , inspection frequency , and the termination time needed by the classification rule for each of competing designs ) is derived by solving a nonlinear integer programming with a minimum probability of correct classification and a maximum probability of misclassification
    首先,我们提出一种具直观优点的分?法则,然后以总试验成本的最小化为目标,并赋予一正确分?的最小机?要求和错误分?的最大容许机? ?个限制条件,以决定出在所提出的分?法则下,各竞标设计样式所需的样本? 、 ?测频?和试验终止时间的最佳组合。
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  • 百科解释
An integer programming problem is a mathematical optimization or feasibility program in which some or all of the variables are restricted to be integers. In many settings the term refers to integer linear programming (ILP).
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Last modified time:Tue, 19 Aug 2025 00:29:56 GMT

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