Tail hazard rate ordering properties of order statistics and coherent systems

We study tail hazard rate ordering properties of coherent systems using the representation of the distribution of a coherent system as a mixture of the distributions of the series systems obtained from its path sets. Also some ordering properties are obtained for order statistics which, in this context, represent the lifetimes of k‐out‐of‐n systems. We pay special attention to systems with components satisfying the proportional hazard rate model or with exponential, Weibull and Pareto type II distributions. © 2007 Wiley Periodicals, Inc. Naval Research Logistics, 2007     

基于被动雷达和红外传感器的数据融合

提出基于被动雷达和红外传感器组成的复合探测系统,利用D-S证据理论提高目标识别率,借助神经网络改善目标跟踪算法的性能,同时保持跟踪滤波的计算结构尽可能简单,尤其是减少了数字计算上的复杂性。仿真结果表明了应用新算法的复合探测系统的有效性。     

大区域防空作战重点保卫目标的优选与排序

确定重点保卫目标是大区域防空作战的重要问题,其传统方法一般是指挥员根据自己的经验和分析来进行选择,具有很大的主观性。在分析影响重点保卫目标因素的基础上,运用物元理论,对重点保卫目标的优化选择进行了量化分析,该方法简单易行,易于编程实现,对建立大区域防空作战辅助决策系统有一定的参考价值。     

面向管理员的网络可生存性建模与计算

从网络系统安全评价和管理的角度出发,紧密结合可生存性定义和可生存性的四个特征属性,建立了面向管理员的网络可生存性量化模型;给出了该模型的算法流程;提出了面向管理员的网络可生存性计算公式,该公式中包括恢复率和系统状态转移矩阵的计算方法,反映出可生存性对网络空闲资源和恢复时间的要求;最后进行了面向管理员的网络可生存性计算的仿真实验,表明可以利用有限的网络资源实现高水平的网络可生存性。     

基于多元高斯概率分布的无线局域网定位方法研究

针对无线局域网环境及室内目标定位需求,研究了基于接收信号强度指示的定位技术,提出了一种基于多元高斯概率分布的信号强度模式匹配方法,讨论了定位系统框架。试验结果表明,该方法具有较好的室内定位效果。     

基于动态神经网络的装备技术状态预测模型

装备的技术状态受多种因素的影响,诸多影响因素之间是一种多变量、强耦合、非线性的关系,同时这种关系还是动态的。根据装备技术状态的特性,使其在相空间里重构,然后利用动态神经网络建立装备技术状态预测模型,并以装备振动信号预测为例进行案例研究,验证了利用动态神经网络进行预测的可行性和优越性。     

大区域防空的进化群决策机制研究

大区域防空所涉及的区域广阔,因素众多,其作战计划的制定比较复杂。为解决此问题,提出了一种基于改进德尔菲法的具有进化学习功能的群决策机制,得到了纳什均衡解,使作战方案的制定更加合理,有助于防空作战效能的提高。     

小波变换在电力系统谐波检测中的应用

将小波变换方法应用于电力系统谐波检测中,用仿真算例说明该方法具有一定的有效性和可行性;用不同的小波函数进行了基频分量提取,给出了误差比较结果,初步分析了小波变换用于谐波检测时产生误差的主要原因.     

基于径向基神经网络的水下振动物体辐射噪声级别分类研究

运用径向基神经网络,利用水下振动物体内表面加速度信号对其辐射噪声级别进行分类,达到判断其声隐身性的目的.该方法的运算量较传统方法大大降低,极大地提高了计算速度.实例表明,该方法能较准确地对水下振动物体辐射声场声压级别进行分类,进而对其推广应用于潜艇提供了较好的依据.     

Progressive Type‐II censoring and coherent systems

A new connection between the distribution of component failure times of a coherent system and (adaptive) progressively Type‐II censored order statistics is established. Utilizing this property, we develop inferential procedures when the data is given by all component failures until system failure in two scenarios: In the case of complete information, we assume that the failed component is also observed whereas in the case of incomplete information, we have only information about the failure times but not about the components which have failed. In the first setting, we show that inferential methods for adaptive progressively Type‐II censored data can directly be applied to the problem. For incomplete information, we face the problem that the corresponding censoring plan is not observed and that the available inferential procedures depend on the knowledge of the used censoring plan. To get estimates for distributional parameters, we propose maximum likelihood estimators which can be obtained by solving the likelihood equations directly or via an Expectation‐Maximization‐algorithm type procedure. For an exponential distribution, we discuss also a linear estimator to estimate the mean. Moreover, we establish exact distributions for some estimators in the exponential case which can be used, for example, to construct exact confidence intervals. The results are illustrated by a five component bridge system. © 2015 Wiley Periodicals, Inc. Naval Research Logistics 62: 512–530, 2015