谈如何培养学生的物理实验能力

为了提高学生实验能力，培养学生创新精神，研究了物理实验教学方法，提出了改革方案。     

大学语文多媒体网络教学模式探讨

本文根据网络在21世纪的重要性和特点以及“互动”式学习理念,试论网络下大学语文课新模式的可行性,并通过自身教学实例,以自制的教学课件,探讨新的适时的大学语文课教学模式。     

浅谈中学化学教学中的问题设计

本文论述了中学化学课堂教学中的"问题设计"及其对提高教学质量的作用.     

谈高校动态电子学籍档案的建立

本文系统阐述建立动态电子学籍档案能提高学籍档案的管理效率、检索速度和查准率,充分发挥学籍档案的信息功能,学籍档案数字化是档案信息上网的基础,建立动态电子学籍档案是建设数字化档案馆的一种探索,对其他各门类档案的数字化也具有一定的借鉴作用。     

反思幼儿园教学中家长资源的开发与利用——基于生态教学观视角

从生态教学观视角看,幼儿园教学中家长资源的开发与利用存在着重利用轻开发、重临时轻长远、重配合轻参与等问题,这在一定程度上导致幼儿园教学的生态失调,降低了幼儿园教学的有效性。为此,幼儿园管理者和教师必须树立生态教学观,对家长资源与幼儿园教学的关系进行生态性建构,以期重建幼儿园教学的生态平衡。     

高校思想政治理论课实践教学新模式

加强实践教学环节，使大学生深入实际、深入社会生活，既是加强和改进高校思想政治理论课的重要方面，也是当前深化思想政治理论课教育教学改革的一个难点。依照现代教育教学规律，充分发挥教师的主导作用和学生的主体作用，构建以课程专题调研为主线，以引导式、参与式和研究式教学为特点，以学生团队学习为主要组织形式，以过程教育为重心的思想政治理论课实践教学模式，具有重要的实践价值。     

The end of “information”: Computers,democracy, and the university

This paper describes some of the challenges which the growing pervasiveness of computers and electronic communications technology present to liberal democracies. We argue that these technologies, by their influence on the mechanisms of publicity and privacy, make possible the abuse of an under-developed popular epistemology. The confused response of the courts to cases of information crime suggests that the university is a better forum in which to meet and master these challenges.Freedom is not a simple experience. And as technology becomes more sophisticated, living in freedom—which means living with constant, changing choice—will only become more complex.     

学分制下大课堂教学现状调查

为了解高校实施学分制后本科生大课堂教学的现状,采用无记名形式对大课堂教学的现状进行了深入地调查.调查结果显示:虽然多数教师的教学态度和教学水平得到了学生的认可,但学生对大课堂教学模式是不满意的.文章对此进行深入、多层面的分析之后,有针对性地提出了改进的措施和办法.     

J2EE平台在行政审批服务系统中的应用

本文分析了电子政务对国民经济所起的重大作用,简要介绍了当前流行的J2EE架构的分布式对象结构特点。设计了一个J2EE架构下的行政审批服务系统,它由客户层、中间层和企业信息系统层等三个层次组成。同时,对系统的设计方法、软件结构及实现技术进行了探讨。     

Characteristics of students who benefit from high-quality mathematics instruction

The present study examined characteristics of students who took advantage of the opportunity to learn Algebra II from a highly skilled teacher. In particular, student information was gathered concerning: (a) the amount of mathematics students knew prior to the class, (b) their motivation for learning mathematics, (c) the number and types of interactions they had with the teacher during class, (d) degree of self-regulation, and (e) general aptitude. A model for achievement was used that suggests both opportunity and propensity are important (i.e., students must be willing and able to take advantage of opportunity). Support for the model was found. Propensity to take advantage of a highly favorable opportunity accounted for almost sixty percent of the variance in achievement. In particular, students who were self-regulated, had strong mathematics backgrounds, and had low levels of frustration benefited more from high-quality instruction.