• 讨论区间参数非线性规划问题

    This paper considers the nonlinear programming problem of interval parameters.

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  • 所以本文主要讨论非线性的区间参数的动态优化问题。

    Yang Xiaowei and Lian Huadong have presented some effective interval methods for structures with interval parameters. Hansen in his book discussed the global optimization using interval analysis.

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  • 第四针对具有区间参数离散系统提出一种动力区间优化方法

    In chapter 4, a dynamic interval optimization method for discrete systems with interval parameters is presented.

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  • 针对区间参数结构不确定性问题提出一种新的静力区间分析方法

    This paper presents an improved interval static method to solve the uncertain problems, where the structural parameters are assumed to be expressed as interval parameters.

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  • 第五针对具有区间参数连续系统提出一种动力响应区间优化方法

    In chapter 5, a dynamic interval optimization method for continuous systems with interval parameters is presented.

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  • 第七针对区间参数振动结构提出了一种改进动力响应的区间优化方法

    In chapter 7, an interval dynamic optimization method for uncertain structures using the improved 1st-order Taylor expansion is presented.

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  • 第六针对区间参数振动结构提出了一种具有频率约束动力响应区间优化方法

    In chapter 6, an interval optimization method of dynamic response for uncertain structures with natural frequency constraints is presented.

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  • 研究了区间参数摄动区间参数优化反分析法提出区间参数单调性优化分析法。

    The interval parameter perturbation method and the interval parameter back analysis method are studied, and the interval parameter monotony back analysis method is presented.

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  • 本文采取新的区间分析方法(区间因子)研究分析区间参数非确定性桁架结构静力分析问题

    This paper takes a new interval method (interval factor method) to study static analysis problem of interval truss uncertain structure.

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  • 本文研究区间参数矩阵稳定性问题。利用不确定性结构提出区间参数矩阵稳定一个判别条件

    In this paper, the stability of interval parameter matrices is considered and one condition for stability of interval parameter matrices is put forward by using uncertain structure.

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  • 构建区间参数系结构在区间荷载作用下分析模型导出结构区间位移区间应力响应区间变量表达式。

    The finite element analysis of truss system with interval parameters under interval load is studied and the structural interval displacement and stress response are deduced.

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  • 置信程度置信系数决定区间何种程度上涵括参数

    How likely the interval is to contain the parameter is determined by the confidence level or confidence coefficient.

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  • 此基础上再对控温参数进行分段,使控温在温度区间达到高精度

    In order to reach high accuracy in the range of full scale, subsection of control parameter is used.

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  • 进一步改善控制品质,提出区间轨迹方法通过调整轨迹参数可以响应速度模型准确性之间进行选择与平衡。

    To further improve control performance, zone trajectory method was proposed and a parameter was provided to trade off the response performance and model accuracy.

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  • 参数特征估计可信区间诠释是得出样本数据推论的路径。

    Point Estimates of parameters and Confidence Interval Interpretation are both means for making inferences about sample data.

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  • 说明样本下,研究参数最短置信区间必要的。

    So it is necessary to research the shortest confidence interval of parameter for small samples.

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  • 本文提出了样本均匀分布参数区间估计假设检验方法

    This paper gives Interval Estimates and Hypothetical Test Method of Parameter on Few Sample Uniform Distribution.

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  • 方法计算效率较高,能定量给出参数变化置信区间,可适用各种非线性反演误差分析

    This method results in efficient computation, determines quantitative confidence interval of each parameter range and is applicable to error analysis in various nonlinear inversions.

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  • 采用新的数据处理方法获得了整个结晶温度区间结晶动力学参数

    The crystallization kinetic parameters of the whole crystallization range were obtained by a new data processing method.

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  • 同时,也得到构造位置参数区间估计方法。

    We can also get the confidence interval for location parameter.

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  • 接着给出了参数区间动情形性能保持鲁棒性的一个充分条件

    A sufficient condition for the performance to be robust under interval parameter perturbations is obtained.

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  • 对于残缺样本观测数据讨论了正态分布总体尺度参数区间估计问题

    A question of formation confidence interval for scale parameter of normal distribution from incomplete observational data is discussed.

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  • 样本情况下局部估计可以给出参数理想区间估计。

    Second, the local moment estimation may give the more ideal interval estimation to the parameter under small sampling condition.

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  • 样本情况下局部估计可以给出参数理想区间估计。

    Second, the local moment estimation may give the more ideal interval estimation to the parameter under small sampling condition.

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