利用数形结合方法求解几类代数问题

数学研究的对象是现实世界的数量关系(数)和空间形式(形)。“数”和“形”常按照一定的条件相互转化。数形结合思想是数学的重要的思想方法之一,并蕴于数学基础知识和基本技能之中,在数学解题中应用十分广泛。其实质是将抽象的数学语言与直观图形结合起来,发挥“数”与“形”两种信息的转化及其优势互补与整合,使逻辑思维与形象思维完美统一起来。对于培养学生的创新意识和创造思维具有积极的促进作用。     

From combat to non-combat action

This paper examines the rationale and centrality of private military and security companies (PMSCs) in humanitarian assistance operations in Sudan, asking why PMSCs are involved in humanitarian assistance operations in Sudan and what the principles underlying their activities are. To answer this question, the paper draws attention to the link between humanitarian crises and PMSC interventions. Where there is no meaningful alternative intervention, undergirded by humanitarian concerns that are also profit driven, PMSCs come in to provide the needed services. The protracted and complicated internal armed conflicts in Sudan, which have lasted for over two decades, have produced as many as 4,8 million internally displaced persons (IDPs) – the single largest number in the world. The kind of humanitarian assistance operations provided by PMSCs in Sudan have become critical to the provision of much-needed services which were inadequately provided by governmental authorities at both unilateral and multilateral levels. This paper argues that the humanitarian crises in Sudan created a regime that permits humanitarian assistance operations by both state and non-state actors.     

Just How Important Are ‘Hearts and Minds’ Anyway? Counterinsurgency Goes to the Polls

Despite all the talk of ‘hearts and minds’ being the key to counterinsurgency, local public opinion is rarely studied and when it is, it often yields surprising conclusions. Through analyzing polling data from Vietnam, Iraq and Afghanistan, this article shows that public opinion is less malleable, more of an effect rather than a cause of tactical success, and a poor predictor of strategic victory. As a result, modern counterinsurgency doctrine’s focus on winning popular support may need to be rethought.     

Fighting on Their Own Terms: The Tactics of the Irish Republican Army 1919-1921

Abstract

The 1919-1921 Anglo-Irish War represents one of the earliest instances of a successful insurgent movement in the twentieth century. By combining a fluid organizational structure with effective hit-and-run tactics and accurate intelligence, the Irish Republican Army was able to defeat militarily the security forces of Great Britain. Combined with a successful propaganda campaign, these tactics allowed the IRA to drive the British to the negotiating table, where its representatives secured greater autonomy than Ireland had known in centuries. The outcome of the Anglo-Irish War demonstrates the success which a well-organized guerrilla campaign can achieve, and the tactics used by the IRA must therefore be understood by any serious student of small warfare.     

基于行为建模的移动代理性能评估

针对移动代理的分布式应用性能评估需求,建立了移动代理生命周期中主要行为的网络负载模型和时间消耗模型.在3种典型分布式应用想定下,分析了基于C＼S模式和移动代理模式的应用实现基本过程,对两种模式下的网络负载和执行时间进行了仿真比较,结果证明了在访问节点数量较多,网络传输速率较低时,移动代理模式的具有更好性能.     

浅谈新课标下高中物理实验探究教学

在新课程改革中,新课标下的物理教材,更充分地体现出以学生为主体的原则。本文从开展探究性实验教学;实验教学引入不要拘泥于传统、强化实验创新设计等几方面阐述了如何在物理实验教学中培养学生的创新能力。     

浅谈高校无机化学实验教学的绿色化

针对在化学实验教学中因大量污染物的排放可能对师生健康和环境造成严重危害的实际,就如何进行绿色化学实验教学这一问题,文章提出了学生开展无机化学实验废液的处理实验、进行实验微型化教学以及实验应多采用仪器法等方法,在高校化学实验教学中渗透绿色化学教学思想是必要的,也是可行的。化学教师应该用绿色化学的理念指导化学实验教学,培养具有绿色意识的化学人才,实现化学实验教学的绿色化。     

基于通信时延信息的被动定位精度分析

基于通信信号中的时延信息,构建了基本TDOA定位算法,详细推导出了其理论定位精度分布及理论上最优定位点精度,为其定位的主要误差影响因素分析,及基于时延信息的被动定位算法的设计和改进力度提供了参考依据。并结合通信信号实际环境,给出了较为全面的仿真案例验算。     

基于最短拦截时间的异面拦截机动轨道设计与优化

本文构建了单脉冲机动在燃耗约束下的最短时间拦截轨道设计模型与求解方法,将用数学泛函求边值问题转换为高次代数方程的求解计算,并用牛顿迭代法进行快速寻根,仿真结果表明模型及算法准确、有效,满足精度要求。     

颠覆性技术发展面临的挑战与对策

信息攻防作战力量既可以独立成军成战,又可以和各军兵种、各种武器平台无缝衔接、联合协同,以发挥无限的战争潜力,是以信息攻防新技术为支撑、以软硬打击新能力为标志的新型作战力量。从核心信息基础设施建设,信息攻击和防护能力建设以及信息攻防协同作战三个方面论述了信息攻防新型作战力量建设的重要问题及战法对策,对信息攻防作战的特点规律和技术手段进行了剖析。