对中学历史课教学素质教育的四点认识

在中学历史课教学中加强素质教育是大有可为的.通过课堂可以培养学生学会做人,学会合作,学会竞争,学会开拓进取,树立正确的人生价值观.历史课教材中有许多有益于加强素质教育的内容,历史教师要善于结合这些内容,采取有效的教学方式进行教学.     

郑州市区初中健美操教学现状及发展对策研究

郑州市区初中的健美操教学现状不容乐观。在教学内容上,缺乏规范性和统一性;在师资队伍上,缺少专业的健美操教师。建议学校采取措施,如加强健美操师资培训,改善活动场地等,以促进初中的健美操教学。     

MICTS: Municipal ICT Schools – A Means for Bridging the Digital Divide Between Rural and Urban Communities

There is a substantial difference in use and development of information and communication technologies and services between and within countries. Some denote this phenomenon as the digital divide.This paper addresses the competence aspect of the digital divide. It proposes municipal ICT schools as one model aimed to bridge this gap and provides an assessment of the model based on the results from a field trial in three rural municipalities in Norway. The model brings the benefits of increased competence of ICT in the communities but in addition have a potential with regard to stimulating talent development, serving as a resource for local business and offering meeting places in the communities for building social capital. The model may be successfully implemented within reasonable economic limitations but is also challenging in several ways, for instance on how teaching resources are recruited and supported.The purpose of the paper is to bring forward the discussion about how to bring all people, also those in rural areas, to be participators in the information technology age.     

英国中小学资金管理原则与策略探究

英国中小学资金管理经历了由外部控制到自主抉择的发展过程。最优价值原则作为英国地方政府提供服务的基本原则，同样适用于中小学的资金管理。在遵循该原则的前提下，英国中小学管理者采取了一系列的资金管理策略。部分校外机构为学校资金管理提供了广泛的支持，同时也行使了对它们的监督。     

泰勒原理对我国高职课程改革的启示

泰勒被誉为世界教育史上的“课程理论之父”，其哲学理论及教育思想对课程与教学产生了深远的影响，至今仍有较强的现实意义．泰勒原理对我国高职课程改革产生了巨大影响。文章从高职课程目标的确立、课程的选择与组织和课程的评价等几方面进行了探讨。     

高职生学习动力系统及其校域调控与开发的路径选择

学生学习动机不强、兴趣不高是高职教学面临的难题。高职生学习动力产生于一个完整的动力系统,调控与开发学生的学习动力系统具有重要的教学价值。通过高职生学习动力系统的要素激发、教学设计和校域情境影响力合成等路径,可以达到引发动力、增强动力、调节动力和凝聚动力等目的。     

Developmental discourses as a regime of truth in research with primary school students

While developmental discourses have been heavily critiqued in relation to education systems, less attention has been paid to how these impact the data collection process in classroom research. This article utilises Foucault’s concept of regime of truth to highlight the pervasiveness of developmental discourses when conducting research in primary schools. Such a theoretical framing makes explicit how developmental discourses work and are constructed as ‘truth’, which limit the possibilities for alternative perspectives. This article shows how this regime of truth works in practice by reflecting on qualitative research conducted with two age groups in two primary schools in Australia, focusing on the researcher’s navigations of these discourses. In particular, this article examines the impact of developmental discourses on conducting research with multiple age groups, initiating research, choosing methods for data collection, and negotiating power relations and ethical practices.     

创业教育的校园文化探讨

良好的校园文化是实现创业教育目标与内容的方式和途径。校园精神文化形态是校园文化的核心和灵魂，是校园凝聚力、向心力和生命力的保障和体现。创业教育的基本目标可以通过良好的环境熏陶、活动实施、创业实践活动来落实。     

我国学校心理健康教育工作滞后的原因及其对策

心理健康教育越来越受到现代社会的重视，但它却严重滞后于社会的发展。本文分析了我国学校心理健康教育工作滞后的原因，并提出开展学校心理健康教育工作、创建我国学校心理健康教育的构想。     

Mathematical Modeling in the Primary School: Children's Construction of a Consumer Guide

This paper examines 6th grade children's local conceptual development and mathematization processes as they worked a comprehensive mathematical modeling problem (creating a consumer guide for deciding the best snack chip) over several class periods. The children and their teachers were participating in a 3-year longitudinal teaching experiment in which sequences of mathematical modeling problems were implemented from the 5th grade (10 years of age) though to the 7th grade. In contrast to traditional problem solving, mathematical modeling requires children to generate and develop their own mathematical ideas and processes, and to form systems of relationships that are generalizable and reusable. Reported here is a detailed analysis of the iterative cycles of development of one group of children as they worked the problem, followed by a summary of the mathematization processes displayed by all groups. Children's critical reflections on their models are also reported. The results show how children can independently develop constructs and processes through meaningful problem solving. Children's development included creating systems for operationally defining constructs; selecting, categorizing, and ranking factors; quantifying quantitative and qualitative data; and transforming quantities.