基于引信多普勒频率信号的脱靶量估算方法

脱靶量是防空导弹武器系统研制过程中进行飞行试验数据分析的一个重要参数。利用引信的多普勒遥测数据和导引头测量的弹目相对速度进行脱靶量估算,其原理可行、方法简单。     

On the Determinants of Terrorism Risk Concern in Europe

We investigate whether differences in terrorism risk are mirrored on terrorism risk perception across European countries for the period 2003–2007. We find that the average propensity for terrorism risk concern is affected by actual risk levels. Country and individual heterogeneity contribute substantially to the variation of observed risk perception. Singles and individuals with white collar jobs are less likely to mention terrorism as one of the most pressing issues their country faces, while political positioning towards the right makes it more likely to be concerned about terrorism. As far as competing risks are concerned, we find that the likelihood terrorism is mentioned, decreases with spending on pensions as a percentage of GDP being higher. Finally, based on the Bayesian framework, we also examined the formation of terrorism risk perceptions, and decompose the observed country-level time series of terrorism activity into a long- and a short-run component. We concluded that the observed risk perception variation is only explained by the long-term trend of terrorism activity countries face.     

基于主成分的改进马氏距离TOPSIS方法

针对指标变量线性相关,导致变量协方差矩阵行列式(广义样本方差)为零无法应用马氏距离的情况,采用主成分分析法对指标变量进行线性组合,在不减少信息量的同时,得到少数几个不相关的主成分,由主成分构成的协方差矩阵行列式不再为零。依据降维后的主成分变量,采用基于马氏距离的逼近理想解法对五种预警机探测引导能力进行了排序,经检验其结果与实际情况相符。     

论大型客车火灾危险性及其技术防范措施

近年来,汽车火灾形势日益严峻,严重威胁着人们的生命财产安全。因此,如何对大型客车火灾进行有效地风险防范,最大限度减少人员的伤亡和财产的损失有着非常重要的现实意义。针对大型客车自身结构的特点进行研究,就如何通过技术手段提高大型客车防火性能提出看法。     

基于层次分析法的化工企业火灾风险评估研究

化工企业火灾风险评估对于化工生产至关重要。针对化工行业的火灾风险,结合层次分析法和模糊识别模式的优点,提出了基于层次分析—模糊识别的综合评价方法,并通过实例评估证明了这种评价方法行之有效。     

建筑消防工程隐患成因及整改对策探析

分析了建筑消防工程在设计、施工、产品质量、消防验收等方面火灾隐患形成的原因,同时为适应当前消防工作的需要,针对消防工程中存在的火灾隐患提出了建筑消防工程的全过程质量控制及整改对策。     

贝叶斯网络推理在信息系统安全风险评估中的应用

提出了一种基于贝叶斯网络推理的安全风险评估方法。从实际出发建立信息系统的贝叶斯网络模型,根据专家给出的先验信息,结合获得的证据信息,运用Pearl方法完成对模型的评估,给出在特定条件下模型的计算——线性推理算法。最后,以实例分析信息系统安全评估的实现过程,结果表明,该方法可行、有效。     

Constant risk aversion in stochastic contests with exponential completion times

This article analyzes a class of stochastic contests among multiple players under risk‐averse exponential utility. In these contests, players compete over the completion of a task by simultaneously deciding on their investment, which determines how fast they complete the task. The completion time of the task for each player is assumed to be an exponentially distributed random variable with rate linear in the player's investment and the completion times of different players are assumed to be stochastically independent. The player that completes the task first earns a prize whereas the remaining players earn nothing. The article establishes a one‐to‐one correspondence between the Nash equilibrium of this contest with respect to risk‐averse exponential utilities and the nonnegative solution of a nonlinear equation. Using the properties of the latter, it proves the existence and the uniqueness of the Nash equilibrium, and provides an efficient method to compute it. It exploits the resulting representation of the equilibrium investments to determine the effects of risk aversion and the differences between the outcome of the Nash equilibrium and that of a centralized version.© 2016 Wiley Periodicals, Inc. Naval Research Logistics 66:4–14, 2019     

On gamma estimation via matrix kriging

In financial engineering, sensitivities of derivative prices (also known as the Greeks) are important quantities in risk management, and stochastic gradient estimation methods are used to estimate them given the market parameters. In practice, the surface (function) of the Greeks with respect to the underlying parameters is much more desired, because it can be used in real‐time risk management. In this paper, we consider derivatives with multiple underlying assets, and propose three stochastic kriging‐based methods, the element‐by‐element, the importance mapping, and the Cholesky decomposition, to fit the surface of the gamma matrix that can fulfill the time constraint and the precision requirement in real‐time risk management. Numerical experiments are provided to illustrate the effectiveness of the proposed methods.     

低空水平轰炸中安全退曳距离及安全高度的估算

根据终点弹道学理论、毁伤理论和爆炸理论,在分析炸弹的爆炸规律、破片的飞行规律及破片对战斗机毁伤作用的基础上,提出了低空水平轰炸过程中安全退曳距离及安全高度的估算方法.给出了仿真实例,并对相应的仿真结果进行分析,其结果可为飞机武器系统安全投弹提供参考依据.最后,为确保战斗机的低空投弹安全提出了一些建议.