• 对于含有随机模糊变量的优化问题,利用随机模糊规划进行建模。

    Random fuzzy programming is for the problems which include random fuzzy variables.

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  • 提出基于可信性理论运行风险评估算法,采用随机模糊变量期望值表示全系统运行风险指标。

    Based on the credibility theory, an algorithm for random fuzzy operational risk assessment is proposed, and power system operating risk is expressed by a random fuzzy expected value.

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  • 本文给出了模糊随机变量方差这一概念讨论了一些性质计算方法

    This paper gives a new concept of variance of fuzzy random variables and discusses it's property and calculation.

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  • 对于功能函数中含有模糊分布参数(FDP)的随机变量问题如何准确简便地评估可靠性十分重要的。

    For a problem with performance functions which include random variables with fuzzy distribution parameters (FDP), it is important to evaluate their reliability accurately and rapidly.

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  • 研究结果进一步丰富和完善了模糊随机变量理论

    The results of this paper further enrich the theory of fuzzy random variables.

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  • 模糊随机变量基础引入了模糊随机向量概念给出了几个模糊随机凸集的例子

    Based on the concept of fuzzy random variable, the concept of convex sets of fuzzy random vectors is introduced, and some examples for such type of convex sets are given.

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  • 分别运用模糊随机变量理论模糊理论而提出安全等级模糊随机特征和安全等级模糊特征量概念及其计算方法

    By using fuzzy random variable theory and fuzzy set theory, the concept and its calculation method of fuzzy random characteristic quantity of safety grade are put forward.

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  • 定义了模糊随机变量函数概念,讨论了它基本性质。

    The concept of fuzzy random variable-valued convex functions is introduced.

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  • 然后引入了模糊概率随机变量独立性,给出了离散模糊概率随机变量数学期望性质证明

    Then the independence of random variables with fuzzy probability (RVFP) was introduced, with the characters of mathematical expectation of discrete RVFP proved.

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  • 针对运输时间确定军械紧急调运问题,将运输时间处理模糊随机变量建立任务时间限制期下的最大可能性路径选择模型确定调运路径。

    Aiming at the problem of ordnance urgency transport with uncertain delivery time, the paper deals it with the fuzzy variable and establishes a routing-selected model.

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  • 本文螺旋压缩弹簧强度为模糊变量应力随机变量情况,提出了模糊可靠设计方法,并给出了计算实例。

    This paper presents the fuzzy reliability design of the helical compression spring, on condition that a fuzzy variable strength and a random stress are given.

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  • 本文连续角度讨论模糊序列的更为广泛收敛性,这对讨论模糊随机变量序列的收敛性有重要意义。

    This paper defines the different convergence of Fuzzy set sequence from the point of continuity and discusses the relation of them.

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  • 文中引入模糊随机线性规划不仅具有模糊随机变量系数而且具有模糊随机决策变量

    The fuzzy random linear programming introduce in the paper includes not only the my random variable coefficients but also the decision vector of fuzzy pseudorandom variables.

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  • 利用模糊系数变量线性方程组建立了一种新的模糊随机时间序列模型

    A new kind of fuzzy time series model is presented by using a fuzzy system of linear equations with fuzzy coefficients and real variables.

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  • 所提出方法不仅可以考虑基本变量随机模糊而且可以考虑安全和失效状态随机模糊性。

    Both the fuzziness and the randomness of the basic variable and the state variable are considered in the present method.

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  • 给出模糊随机变量模糊随机变量序列收敛概念证明了一些相关性质

    The concepts of second order fuzzy random variables and mean square convergence of sequences of fuzzy random variables are introduced. Some related properties are proved.

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  • 探讨了铰制用螺栓设计模糊变量随机变量同时存在时,强度与挤压强度模糊可靠性设计方法

    In the design of articulation hole bolt, the blur variable and random variable existing at the same time, the blur reliability design method of shear strength and extruding strength are approached.

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  • 利用随机模糊熵的概念建立模糊变量等效随机变量的转换关系。

    Using the entropy concept, a relationship between a random fuzzy parameter and an equivalent random parameter are presented.

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  • 考虑基本变量极限状态模糊时,它即退化随机有限元可靠度分析方法

    If the fuzziness of the basic variables and the limit states are not considered, the method will turn into the normally used stochastic finite element reliability analysis method of slope stability.

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  • 考虑基本变量模糊,又可考虑极限状态模糊性,常规随机有限元可靠度分析方法推广

    This method can consider the fuzziness of both the basic variables and the limit states, and it is an extension of the normally used stochastic finite element reliability analysis method.

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  • 考虑基本变量模糊,又可考虑极限状态模糊性,常规随机有限元可靠度分析方法推广

    This method can consider the fuzziness of both the basic variables and the limit states, and it is an extension of the normally used stochastic finite element reliability analysis method.

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