一维非均匀分布参数系统的渐近传递函数方法

提出了一维非均匀分布参数系统的一种通用解法：渐近传递函数方法。对一般的一维非均匀分布参数系统，引入状态变量将控制方程及边界方程写成状态空间形式。通过定义小参数和摄动方法，使之变成常系数微分方程，从而得到问题的摄动解。各阶摄动解均具有规范的形式，是一以传递函数为积分核的积分形式解析解。文中最后给出了一些数值算例，验证了方法的有效性。     

C~3I 系统多传感器的信息融合——Fuzzy 函数聚类算法

在对多类传感器收集空中目标状态信息描述的基础上,用Ｆｕｚｚｙ目标函数聚类算法建立了对空情数据融合的数学模型。对数据融合过程,参数的初始化问题进行了实际应用的讨论;并对其应用效果和优势作了实际的分析。该方法是Ｃ３Ｉ系统数据融合技术的有效方法之一。     

函数生成器的优化设计

本文介绍了一种优化的多变量函数产生器的设计思想,详尽论述了多变量函数快速插值算法、消除冗余断点搜索的思想以及搜索次数为１的断点搜索策略。实用表明,该产生器高效可行,比一般的多变量函数产生器减少计算量一半左右,有效地缩短了仿真问题的求解时间。     

基于模糊模式识别的战场目标识别

分析战场目标的结构、材料、征候、特征及辐射原理等存在的差异,运用模糊模式识别方法,建立了战场目标识别的数学模型,给出了目标识别的详细步骤和方法:选取目标特征量、构造标准模糊集合、构造待识别模糊集合、应用择近原则进行目标识别,并通过算例,得到一些有价值的结论。模型和方法可供C3I系统快速准确的识别战场目标。     

某高炮火控系统滤波器设计

对目前高炮火力控制系统目标滤波与预测进行了分析与研究。在此基础上结合工程实际设计了一种α-β滤波器,该滤波器的原理是把在连续系统中频率域的要求和在离散系统中Z域的要求转换成时域中在典型信号激励下的时间响应的特征值的要求,从而在时间域中以特征值的要求进行综合,再把综合的结果转换回Z域中,最终得到所确定的α-β滤波器,给出了α-β滤波器的Z传递函数、分析了α-β滤波器参数的确定,对α-β滤波器的静态误差进行了研究,对设计方案进行了计算机仿真和实际应用。     

Conflict dynamics and costs in the Greek Civil War 1946–1949

Using a new set of data from Greek Army sources, US military archives, and Communist Party documents, the paper provides a quantitative analysis of the armed confrontation that took place in Greece during 1946–1949. A dynamic Lotka–Volterra model is estimated, pointing to the existence of a conflict trap that explains the prolongation of the civil war and its dire consequences for the country. A regional analysis finds that the mobilization of guerrilla forces was crucially affected by morphology and the local persecutions of political rivals. Using neoclassical growth-accounting, the economic cost of the conflict is estimated to surpass an annual GDP, in line with similar findings in contemporary civil wars. The same framework is employed to assess the outcome in counterfactual situations discussed in this paper.     

Ambulance location for maximum survival

This article proposes new location models for emergency medical service stations. The models are generated by incorporating a survival function into existing covering models. A survival function is a monotonically decreasing function of the response time of an emergency medical service (EMS) vehicle to a patient that returns the probability of survival for the patient. The survival function allows for the calculation of tangible outcome measures—the expected number of survivors in case of cardiac arrests. The survival‐maximizing location models are better suited for EMS location than the covering models which do not adequately differentiate between consequences of different response times. We demonstrate empirically the superiority of the survival‐maximizing models using data from the Edmonton EMS system. © 2007 Wiley Periodicals, Inc. Naval Research Logistics, 2008     

Threshold optimization for weighted voting classifiers

Weighted voting classifiers considered in this paper consist of N units each providing individual classification decisions. The entire system output is based on tallying the weighted votes for each decision and choosing the one which has total support weight exceeding a certain threshold. Each individual unit may abstain from voting. The entire system may also abstain from voting if no decision support weight exceeds the threshold. Existing methods of evaluating the reliability of weighted voting systems can be applied to limited special cases of these systems and impose some restrictions on their parameters. In this paper a universal generating function method is suggested which allows the reliability of weighted voting classifiers to be exactly evaluated without imposing constraints on unit weights. Based on this method, the classifier reliability is determined as a function of a threshold factor, and a procedure is suggested for finding the threshold which minimizes the cost of damage caused by classifier failures (misclassification and abstention may have different price.) Dynamic and static threshold voting rules are considered and compared. A method of analyzing the influence of units' availability on the entire classifier reliability is suggested, and illustrative examples are presented. © 2003 Wiley Periodicals, Inc. Naval Research Logistics 50: 322–344, 2003.     

水下仿生推进器阀控液压摆动关节建模与动态特性分析

采用液压驱动的模拟鱼柔性长背鳍波动运动的水下仿生推进器,当改变液压系统的流量和阀的控制参数时,其运动学参数能够迅速地做相应调整,实现平稳、流畅、连续的仿生运动。建立了阀控液压摆动关节的动力学模型,根据动力学模型得到系统传递函数,并绘制了Bode图。根据传递函数分析了阀控液压摆动关节的稳定特性、动态位置刚度特性和动态响应特性。结果表明阀控液压摆动关节具有一定的自稳定性,其工作频率与影响位置刚度的负载变化频率重叠,动态响应速度可以通过优化结构参数来调整。     

基于Copula方法的含交易方违约的信用违约互换定价

本文讨论了含交易方违约的信用违约互换定价问题，应用无套利原理得到了模型的价格，文章采用蒙特卡洛方法对模型进行了数值模拟，讨论了模型的价格与合约期限以及公司违约相关系数的关系。