光电对抗在现代防空作战中的应用与展望

在综述光电对抗内涵的基础上，论述光电对抗在现代战争作战平台中的具体应用，并着重从电子战的角度论述了光电对抗在现代防空作战中的最新应用。最后指出光电对抗技术在未来电子战中的作用和发展方向。     

半导体晶圆制造车间层控制的内容及方法

半导体晶圆制造企业是资本密集、技术密集型产业,晶圆制造厂也是公认生产最为复杂的工厂之一。产品更新换代快、市场竞争激烈等特点使得投资者对设备产能和设备利用率高度重视。这已不仅仅是技术问题,而是生产制造过程管理的问题。本文介绍了半导体晶圆制造车间层控制的内容及方法。     

Dynamic complexity of optimal paths and discount factors for strongly concave problems

We study the relationship between the dynamical complexity of optimal paths and the discount factor in general infinite-horizon discrete-time concave problems. Given a dynamic systemx _t+1=h(x _t ), defined on the state space, we find two discount factors 0 < ^{* **} < 1 having the following properties. For any fixed discount factor 0 < < ^*, the dynamic system is the solution to some concave problem. For any discount factor ^** < < 1, the dynamic system is not the solution to any strongly concave problem. We prove that the upper bound ^** is a decreasing function of the topological entropy of the dynamic system. Different upper bounds are also discussed.This research was partially supported by MURST, National Group on Nonlinear dynamics in Economics and Social Sciences. The author would like to thank two anonymous referees for helpful comments and suggestions.     

Extraction of capsaicins in aerosol defense sprays from fabrics

The use of aerosol defense sprays has increased as a means of self-defense and as a weapon in the commission of a crime. The residue of these sprays is often left behind as physical evidence on a victim's clothing or personal belongings. As the popularity of self-defense weaponry increases, so does the likelihood that it will be encountered in forensic casework. The extraction, recovery from fabrics, and identification of residue from defense sprays is described. The commonly used extraction method of liquid-liquid extraction is compared to solid phase microextraction (SPME) to recover capsaicin and dihydrocapsaicin from cotton swabs. The use of SPME resulted in lower limits of detection and greater recovery efficiency when compared to solvent extraction. SPME also provided more consistent recovery and less variability when compared to solvent extraction. The effect of use of various types of evidence packages on the preservation of this type of evidence is also reported. The collection and analysis of hand swabs after normal discharge of pepper spray canisters was studied indicating the low persistence of these compounds on the hands of the person conducting the spraying. Finally, the results of a real case whereby solvent-solvent extraction did not provide the necessary sensitivity for extracting the capsaicin compounds on the garments of a victim of an alleged spraying and the SPME extraction provided the recovery and identification of the compounds is also presented.     

The existence of sensitive optimal policies in two multi-dimensional queueing models

Recently Dekker and Hordijk [3,4] introduced conditions for the existence of deterministic Blackwell optimal policies in denumerable Markov decision chains with unbounded rewards. These conditions include- uniform geometric recurrence.The-uniform geometric recurrence property also implies the existence of average optimal policies, a solution to the average optimality equation with explicit formula's and convergence of the value iteration algorithm for average rewards. For this reason, the verification of-uniform geometric convergence is also useful in cases where average and-discounted rewards are considered.On the other hand,-uniform geometric recurrence is a heavy condition on the Markov decision chain structure for negative dynamic programming problems. The verification of-uniform geometric recurrence for the Markov chain induced by some deterministic policy together with results by Sennott [14] yields the existence of a deterministic policy that minimizes the expected average cost for non-negative immediate cost functions.In this paper-uniform geometric recurrence will be proved for two queueing models: theK competing queues and the two centre open Jackson network with control of the service rates.The research of the author is supported by the Netherlands Organization for Scientific Research N.W.O.     

Detection and defense of DDoS attack–based on deep learning in OpenFlow‐based SDN

Distributed denial of service (DDoS) is a special form of denial of service attack. In this paper, a DDoS detection model and defense system based on deep learning in Software‐Defined Network (SDN) environment are introduced. The model can learn patterns from sequences of network traffic and trace network attack activities in a historical manner. By using the defense system based on the model, the DDoS attack traffic can be effectively cleaned in Software‐Defined Network. The experimental results demonstrate the much better performance of our model compared with conventional machine learning ways. It also reduces the degree of dependence on environment, simplifies the real‐time update of detection system, and decreases the difficulty of upgrading or changing detection strategy.     

动态异构冗余结构的拟态防御自动机模型

动态异构冗余结构是拟态防御技术的常用工程模型.然而,目前尚缺乏对该结构实施形式化分析的手段,因为该结构缺乏形式化建模方法.针对此问题,使用有穷状态自动机及其并行组合自动机为一些拟态攻防行为建立计算模型.首先,使用单个有穷状态自动机为单个执行体建模;其次,使用有穷状态自动机的并行组合为执行体组合建模;再次,修改状态迁移规则,得到可描述攻防行为的拟态防御自动机模型;最后,根据该自动机模型的状态条件,分析动态异构冗余结构上拟态攻防行为的安全性.此外,也可使用交替自动机为拟态攻防建模,并把安全性自动分析规约为交替自动机模型检测问题.     

弹道导弹防御系统综述

弹道导弹防御(BMD)系统是应对弹道导弹威胁的必要装备。文中介绍了美俄弹道导弹防御系统的发展历程,描述了想定场景下BMD系统的作战流程,并从预警探测系统、拦截武器系统、指挥控制作战管理与通信(C2BMC)系统三方面阐述了弹道导弹防御系统的技术发展现状,最后总结了BMD系统面临的困难和今后的研究重点。     

洛克希德·马丁公司网络军工产业研究

洛克希德·马丁公司(以下简称"洛马")是美国一家拥有百年历史的国防承包商,在百年发展历程中,洛马以美国国家安全需求为牵引,逐渐成长为世界最大军工集团.伴随网络时代的来临和新安全威胁的涌现,洛马加大网络空间作战技术的研发力度和资金投入,为美国加强网络国防能力建设铸剑护航.研究以洛马网络军工产业发展为脉络,对其网络安全全谱...     

俄罗斯网络战发展研究

作为传统军事强国的俄罗斯,在网络空间这一新型对抗领域中处于先天劣势,加之近年来全球网络空间竞争加剧,俄罗斯与西方国家日益交恶,因此,俄罗斯在重新升华对网络战、网络空间安全认识的同时,加强网络攻击武器装备和技术的研究,其攻击能力明显提高,攻击手段呈现出复杂化、智能化等特点.此外,俄罗斯通过打造国家互联网、军用互联网、国家...