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multiple objective decision making中文是什么意思

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  • The new ways that solve multiple objectives decision making under risk into probability permanent type : decision making diagram method, matrix analysis method, multiple objectives markov method, the shortest distance method, successive type variation multiple objectives decision making under risk method and fuzzy analysis decision making method . 3 . the new modes that solve multiple objectives decision making under risk into probability interval type and uncharted type : weighted method and sorting method 4 the new repent average value criterion that handle multiple objectives decision making under risk into probability uncharted type and generalizing the criterions that have been used into one objective decision making under probability into uncharted type to multiple objectives decision making under probability into uncharted type . 5 . giving the error analyses method and decision result regulating method that been used into multiple objectives decision making under risk
    2、探讨了‘决策图法’、‘矩阵法’、‘多目标马尔科夫法’、‘最小距离法’、‘连续型变量的多目标风险型决策法’和‘模糊分析决策法’等解决概率固定型的多目标风险型决策的新方法。3、探讨了‘加权法’、‘排序法’两种解决概率区间型和未知型的多目标风险型决策的方法;4、在概率未知型的多目标风险型决策中改进了‘后悔值准则’,提出了‘后悔均值准则’;并将单目标概率未知型风险型决策的准则推广运用到多目标概率未知型的风险型决策中去;5、探讨了多目标风险型决策方法误差分析及决策结果值调整的方法。
  • The new ways that solve multiple objectives decision making under risk into probability permanent type : decision making diagram method, matrix analysis method, multiple objectives markov method, the shortest distance method, successive type variation multiple objectives decision making under risk method and fuzzy analysis decision making method . 3 . the new modes that solve multiple objectives decision making under risk into probability interval type and uncharted type : weighted method and sorting method 4 the new repent average value criterion that handle multiple objectives decision making under risk into probability uncharted type and generalizing the criterions that have been used into one objective decision making under probability into uncharted type to multiple objectives decision making under probability into uncharted type . 5 . giving the error analyses method and decision result regulating method that been used into multiple objectives decision making under risk
    2、探讨了‘决策图法’、‘矩阵法’、‘多目标马尔科夫法’、‘最小距离法’、‘连续型变量的多目标风险型决策法’和‘模糊分析决策法’等解决概率固定型的多目标风险型决策的新方法。3、探讨了‘加权法’、‘排序法’两种解决概率区间型和未知型的多目标风险型决策的方法;4、在概率未知型的多目标风险型决策中改进了‘后悔值准则’,提出了‘后悔均值准则’;并将单目标概率未知型风险型决策的准则推广运用到多目标概率未知型的风险型决策中去;5、探讨了多目标风险型决策方法误差分析及决策结果值调整的方法。
  • The new ways that solve multiple objectives decision making under risk into probability permanent type : decision making diagram method, matrix analysis method, multiple objectives markov method, the shortest distance method, successive type variation multiple objectives decision making under risk method and fuzzy analysis decision making method . 3 . the new modes that solve multiple objectives decision making under risk into probability interval type and uncharted type : weighted method and sorting method 4 the new repent average value criterion that handle multiple objectives decision making under risk into probability uncharted type and generalizing the criterions that have been used into one objective decision making under probability into uncharted type to multiple objectives decision making under probability into uncharted type . 5 . giving the error analyses method and decision result regulating method that been used into multiple objectives decision making under risk
    2、探讨了‘决策图法’、‘矩阵法’、‘多目标马尔科夫法’、‘最小距离法’、‘连续型变量的多目标风险型决策法’和‘模糊分析决策法’等解决概率固定型的多目标风险型决策的新方法。3、探讨了‘加权法’、‘排序法’两种解决概率区间型和未知型的多目标风险型决策的方法;4、在概率未知型的多目标风险型决策中改进了‘后悔值准则’,提出了‘后悔均值准则’;并将单目标概率未知型风险型决策的准则推广运用到多目标概率未知型的风险型决策中去;5、探讨了多目标风险型决策方法误差分析及决策结果值调整的方法。
  • The new ways that solve multiple objectives decision making under risk into probability permanent type : decision making diagram method, matrix analysis method, multiple objectives markov method, the shortest distance method, successive type variation multiple objectives decision making under risk method and fuzzy analysis decision making method . 3 . the new modes that solve multiple objectives decision making under risk into probability interval type and uncharted type : weighted method and sorting method 4 the new repent average value criterion that handle multiple objectives decision making under risk into probability uncharted type and generalizing the criterions that have been used into one objective decision making under probability into uncharted type to multiple objectives decision making under probability into uncharted type . 5 . giving the error analyses method and decision result regulating method that been used into multiple objectives decision making under risk
    2、探讨了‘决策图法’、‘矩阵法’、‘多目标马尔科夫法’、‘最小距离法’、‘连续型变量的多目标风险型决策法’和‘模糊分析决策法’等解决概率固定型的多目标风险型决策的新方法。3、探讨了‘加权法’、‘排序法’两种解决概率区间型和未知型的多目标风险型决策的方法;4、在概率未知型的多目标风险型决策中改进了‘后悔值准则’,提出了‘后悔均值准则’;并将单目标概率未知型风险型决策的准则推广运用到多目标概率未知型的风险型决策中去;5、探讨了多目标风险型决策方法误差分析及决策结果值调整的方法。
  • The new ways that solve multiple objectives decision making under risk into probability permanent type : decision making diagram method, matrix analysis method, multiple objectives markov method, the shortest distance method, successive type variation multiple objectives decision making under risk method and fuzzy analysis decision making method . 3 . the new modes that solve multiple objectives decision making under risk into probability interval type and uncharted type : weighted method and sorting method 4 the new repent average value criterion that handle multiple objectives decision making under risk into probability uncharted type and generalizing the criterions that have been used into one objective decision making under probability into uncharted type to multiple objectives decision making under probability into uncharted type . 5 . giving the error analyses method and decision result regulating method that been used into multiple objectives decision making under risk
    2、探讨了‘决策图法’、‘矩阵法’、‘多目标马尔科夫法’、‘最小距离法’、‘连续型变量的多目标风险型决策法’和‘模糊分析决策法’等解决概率固定型的多目标风险型决策的新方法。3、探讨了‘加权法’、‘排序法’两种解决概率区间型和未知型的多目标风险型决策的方法;4、在概率未知型的多目标风险型决策中改进了‘后悔值准则’,提出了‘后悔均值准则’;并将单目标概率未知型风险型决策的准则推广运用到多目标概率未知型的风险型决策中去;5、探讨了多目标风险型决策方法误差分析及决策结果值调整的方法。
  • The new ways that solve multiple objectives decision making under risk into probability permanent type : decision making diagram method, matrix analysis method, multiple objectives markov method, the shortest distance method, successive type variation multiple objectives decision making under risk method and fuzzy analysis decision making method . 3 . the new modes that solve multiple objectives decision making under risk into probability interval type and uncharted type : weighted method and sorting method 4 the new repent average value criterion that handle multiple objectives decision making under risk into probability uncharted type and generalizing the criterions that have been used into one objective decision making under probability into uncharted type to multiple objectives decision making under probability into uncharted type . 5 . giving the error analyses method and decision result regulating method that been used into multiple objectives decision making under risk
    2、探讨了‘决策图法’、‘矩阵法’、‘多目标马尔科夫法’、‘最小距离法’、‘连续型变量的多目标风险型决策法’和‘模糊分析决策法’等解决概率固定型的多目标风险型决策的新方法。3、探讨了‘加权法’、‘排序法’两种解决概率区间型和未知型的多目标风险型决策的方法;4、在概率未知型的多目标风险型决策中改进了‘后悔值准则’,提出了‘后悔均值准则’;并将单目标概率未知型风险型决策的准则推广运用到多目标概率未知型的风险型决策中去;5、探讨了多目标风险型决策方法误差分析及决策结果值调整的方法。
  • It is the time that they have to consider multiple decision making objectives, balance each aspect benefit and be confronted with international and inland assorted risks when highest class constitute strategic layout or countermeasure, medial class handle things of economic construction or produce management and lowest class arrange routine work, so which is to say that system and comprehensive concept must be brought hi our decision making, wherefore research into multiple objectives decision making under risk possess full realistic meaning
    在这样的环境中,无论是高层制定战略规划或对策,中层对于经济建设或生产经营的管理,以及基层具体工作安排等,都不得不权衡各方利益,考虑多种决策目标,同时,还不得不面临国际、国内各种各样的风险,也就是说必须要有一种系统、全面的观念来做出决策。因此,多目标风险型决策的研究具有十分现实的意义。
  • Pseudo excitation method ( pem ) is used, thus one random process excitation can be transformed into a deterministic transient excitation, so the joint-random problem is turned into a single-random problem accurately, it can be solved easily by means of perturbation method and sequence orthogonal decomposition theory respectively . the probabilistic approach is used to transform stochastic optimization into deterministic optimization, therefore the optimization can be achieved through multiple objective decision making theory
    以虚拟激励法为基础,将随机过程激励转化为确定性动力激励,从而将复合随机问题精确地转化为仅结构参数具有随机性的问题,分别利用摄动理论和次序正交分解理论推导了确定性动力激励下随机结构响应特征,采用概率方法将随机优化问题转化为确定性优化问题,从而可以通过多目标决策理论进行结构优化设计。
  • This paper does preliminary and systematic research on theory and means of multiple objectives decision making under risk, and following are its mostly innovation points : 1 . giving one new notions : multiple risks and establishment of mathematical model of multiple objectives decision making under risk and the new way of assured weight through the medium of sensitivity analysis . 2
    本篇论文对多目标风险型决策的理论和方法进行了初步的系统性探讨,主要做了以下几项研究工作:1、提出了决策中的‘多风险’的概念;建立了一般的多目标风险型决策的数学模型;给出了通过敏感性分析来确定权重的新方法。
  • This paper does preliminary and systematic research on theory and means of multiple objectives decision making under risk, and following are its mostly innovation points : 1 . giving one new notions : multiple risks and establishment of mathematical model of multiple objectives decision making under risk and the new way of assured weight through the medium of sensitivity analysis . 2
    本篇论文对多目标风险型决策的理论和方法进行了初步的系统性探讨,主要做了以下几项研究工作:1、提出了决策中的‘多风险’的概念;建立了一般的多目标风险型决策的数学模型;给出了通过敏感性分析来确定权重的新方法。
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Last modified time:Thu, 14 Aug 2025 00:29:56 GMT

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