从换路定律证明看扩充实数的必要性

指出了在电路分析课程中换路定律证明方面存在的矛盾,证明矛盾的根源在于实数的完备性,并依此说明了建立广义实数概念的必要性.     

荀子礼的社会理想价值及其哲学论证

荀子的社会理想是维护和建立社会等差秩序。他从价值理性和工具理性两个层面架构礼,表达了他的社会理想。他为社会等差秩序的合理性作了哲学的论证,使得这种秩序具有了形而上的意义。     

网络发令系统的构建和应用

传统调度电话下令模式逐渐不能适应现代大电网调度运行操作的需要。本文提出利用信息和网络技术,建立电网调度的网络发令系统。通过查找分析传统发令模式的弊端,确定网络发令系统在电网调度运行操作、安全管理上应具备的功能设计。     

高职院校校企合作中“订单”培养模式的多元探索

＂校企合作、工学结合＂是当今高等职业教育发展的关键和必由之路。＂订单＂培养是校企合作中的重要形式之一。围绕＂订单＂培养的人才培养模式,就＂订单＂培养的价值、原则以及＂订单＂培养的形式、过程和应注意的问题进行了阐述。     

始于反思的批判：关于知识秩序的变迁

由于人类实践活动有不同的对象领域和不同的类型,任何社会都具有宗教知识、人文社会知识、自然科学知识等不同领域,但这些领域在一定知识体系中的位置,通常有主次之分。居于主宰地位的所谓核心知识,通过某种体制性力量把自己的规则、特性和价值标准扩张到其他领域,因此,社会变迁必然伴随着核心知识的变迁,并由此导致整个知识秩序的重组。20世纪60年代以来,在人文社会科学中出现了跨学科研究的趋势,致力于打破学科和方法的壁垒,有可能促成一种新的知识秩序的形成,用拒绝核心知识的互动型知识模式取代以核心知识为主的辐射型知识模式,在某种意义上,这样的变迁意味着知识界对一切中心主义意识形态的激进批判。     

社会学制度主义的政治行动逻辑观——"适合性逻辑"探析

制度与个人行为之间的关系是新制度主义的核心问题,在西方历史上二者之关系曾出现过整体主义、神秘主义、自由主义和行为主义特征。新制度主义通过算计途径和文化途径解决二者关系,前者发展成为结果性逻辑和理性选择新制度主义,主张个人理性和集合制度;后者发展成为适合性逻辑和社会学制度主义,主张集体理性和整合制度。社会学制度主义者认为适合性逻辑是政治行动的基本逻辑,制度既适应环境和集体行为,也改造着环境和个人行为,是消极制度和积极制度的统一。社会秩序是制度分析中的突出主题。从适合性逻辑出发,培养有知识的公民和促进合作及发展社会资本是维持秩序的重要途径。     

Emerging Attributes of Pedagogy and Curriculum for the “New World Order”

This article is a conceptual one designed to start dialogue on educational issues that are unfolding amidst the changes in other sectors of our society such as production, services, and recreation. We first present an overview of the fundamental but profound changes evidenced in our society and then discuss the nature of these changes and their impact on human ability to function effectively within such an environment. In light of the complexities such as uncertainties and dualistic/multiple perspectives and incongruities, we propose that a model for pedagogy and curriculum development should adopt critical thinking as the key attribute—because it has the potential to deliver an education system for the new world order.     

Hilbert‘s Sixteenth Problem and Its Generalization

This paper deals with Hilbert‘s 16th problem and its generalizations.The configurations of all closed branches of an algebraic curve of degreee n are discussed.The maximum number of sheets for an algebraic equation of degree n and the maximum number of limit cycles for a planar algebraic autonomous system are achieved.The author also considers different generalizations and some related problems.     

Discriminating Quantity: New Points for Teaching Children with Down Syndrome About Number?

ABSTRACT

The focus of much mathematics teaching has been on the acquisition of counting, an area where children with Down syndrome can experience particular difficulties. Research with typically developing children has highlighted how early awareness of quantity provides a strong platform for the acquisition of later mathematical skills and programmes of early intervention have been introduced. Many of these studies are embedded in the work and traditions of developmental and cognitive psychology and can be difficult to access. Consequently, this is an area that has been largely ignored in the curricula of children with Down syndrome. This paper seeks to make this literature more available. It systematically reviews previous research with children with Down Syndrome on these early foundations. It considers seemingly contradictory findings in the light of differences in tasks, their presentation and instructions, and the responses required, in order to draw conclusions and reflect on the implications for teaching and learning. Some of these propositions are in contrast to existing practices and call for further research to test their effectiveness.     

编码自动生成的一个实例

本文根据自治区对全疆中小学教师进行专业基础知识水平的测试的要求，给出了用visual foxpro 6．0数据库管理系统编制的实现考生准考证号的编排的程序段。