经济学专业高等数学教学的专业匹配化改革

针对经济学专业高等数学的教学内容、教学时长时点设置、教学方法和考核模式与经济学专业的不匹配问题,结合切身的教学体验和课题研究结果,给出了相应的教学改革建议,旨在为提升经济学专业高等数学教学水平提供一些启示.     

《概率论与数理统计》课程在管理类专业教学方法实践

针对沈阳农业大学2018级土地管理专业学生,从翻转式教学、案例教学与专业数学建模三个方面对教学方法进行探索实践.将经典数据分析方法结合教学应用于专业实践.     

《微分方程数值解》课程教学改革的探索和实践

结合近几年数学学院信息与计算科学专业微分方程数值解课程的教学实践,本文对该课程的教学内容、教学方法和手段,及以科研促教学等方面进行了探讨.     

高校数学专业的渐进式、多层次式实践教学研究

分析了当前高校数学专业实践教学的现状,提出了循序渐进的渐进式培养学生实践能力的实践教学理念;提出了教学过程中多层次、多角度和多方位的为学生创造实践的条件的实践教学方法.     

面向能力培养的教学模式探讨——以工科概率统计课程为例

以工科概率统计课程为例探讨面向能力培养的教学模式.概率统计是高等院校工科专业一门重要的公共基础课程.文章分析了概率统计课程的教学现状,指出其在教学理念、教学方法上必须进行适度改革,以深化其教育功能;分析了概率统计教学平台在培养学生能力上的不可替代的重要作用;探讨了落实概率统计课程教育功能可以采取的教学方法.     

“微分方程数值解”的教学研究与实践

结合近几年我院信息与计算科学专业微分方程数值解课程教学改革的研究与实践,对微分方程数值解课程的教学内容、课程体系、教学方法和教学手段进行了深入的探讨.实践表明,通过运用多元化的现代教学手段并加强教学实践环节培养了学生综合应用知识解决问题的能力,教学效果良好.     

关于《线性代数》教材改革的几点想法

随着现代科学技术的迅猛发展,尤其是计算机技术的广泛应用,我们应当在工科数学课程的教学内容、教学方法和教学手段上积极改革,与时俱进,以改进教学方法,提高教学质量,使得工科学生能借助于计算机,学好本专业所需的数学知识.在这篇短文中,我们想就《线性代数》的教学内容的改革     

“高等数学”教学与反思取向的教师专业发展

教师是课堂教学的组织者、引导者,为使高等数学课程教学达到"工具性、知识性、科学性、思想性、素养性、文化性"的基本要求,详细分析高等数学教学中反例教学法的几个实例,讨论基于反思的教学方法及其对教师专业发展的作用,以及教师发展上基于反思取向的策略选择.     

高职院校高等数学教学现状分析及解决方法

针对高职院校高等数学教学现状。结合高职院校各专业对高等数学的不同要求，尝试对大一新生进行模块式教学和任务学习法的教学试验．结果显示．探讨适合学生学习的教学方法，可以激发学生的学习热情．     

高等数学课程在农林院校的教学研究与探讨——以内蒙古农业大学为例

本文结合我校学生特点以及根据作者多年一线教学的体会,阐述了在新一轮教学大纲下高等数学课程在内蒙古农业大学教学过程中存在的一些主要问题,分别就如何安排教学内容、培养学生兴趣,以及改进教学方法等方面进行了讨论.其主要目的在于优化知识理论体系,创新教学模式,改进考核方式等,从而提高高等数学课程在我校工科类专业上的教学质量.     

METHODS IN GHANAIAN PRIMARY MATHEMATICS TEXTBOOKS AND TEACHERS’ CLASSROOM PRACTICE

The official school mathematics curriculum has a powerful influence on classroom practice in a developing country like Ghana, where many teachers with low teaching qualifications hardly ever have access to other sources of information and activity for their teaching. The study reported in this paper investigated the congruence between the teaching methods presented in the official curriculum materials and teachers’ classroom practice. The study involved a range of methods: classroom observation and content and discourse analyses of lessons in mathematics. The study found that, though there was rhetoric in the introduction of the curriculum materials on the use of discovery teaching methods, few learning/teaching activities that would encourage the use of such discovery methods were included in the materials. It was observed that both the official curriculum and the teachers who implement it emphasise expository teaching methods.     

New roles for mathematics in multi-disciplinary, upper secondary school projects

A new concept, compulsory multi-disciplinary courses, was introduced in upper secondary school curriculum as a central part of a recent reform. This paper reports from a case study of such a triple/four-disciplinary project in mathematics, physics, chemistry and ‘general study preparation’ performed under the reform by a team of experienced teachers. The aim of the case study was to inquire how the teachers met the demands of the introduction of this new concept and, to look for signs of new relations established by the students between mathematics and other subjects, as a result of the multi-disciplinary teaching. The study revealed examples of good practice in planning and teaching. In addition, it served to illuminate interesting aspects of how students perceived the school subject mathematics and its relations to other subjects and to common sense.     

When the going gets tough, the tough gets going problem solving in Hungary, 1970–2007: research and theory, practice and politics

In the 1970s significant research was conducted concerning the development of methods for teaching mathematics. The most outstanding of these projects, led by the late Tamás Varga, and which had a major influence on teaching mathematics in Hungary, was called OPI. This project comprised research based on experiments aiming at the complete renewal of methods and content in mathematics teaching. In 1978 a centralized and compulsory new curriculum was introduced that was based on the results of the Varga’s research. In the following decade development aimed at adopting and realizing the research results within practice. Research mainly aimed at examining the effects of the newly introduced curriculum by looking into the development of children’s problem-solving skills. Other research was associated with international studies such as SIMS, TIMMS, and PISA. Additional research and development into different aspects of problem solving, summarized here, was conducted by various research groups around the country.     

《数学物理方法》课程教改的探索与实践

随着我国科学技术的快速发展,对于理工科学生在数学基础和数学素养方面的要求越来越高.数学物理方法课程综合应用了各个数学分支的内容,是提升理工科本科学生应用数学能力的重要基础课程.本文以课程作用、课程安排以及教学内容的梳理改进为主线,介绍数学物理方法课程教改的思考与实践.     

关于高等数学课程分层次教学的实践与思考

高等数学在高校课程体系中具有十分重要的地位．在高等教育进入大众化教育阶段的背景下，本文介绍了我校高等数学课程分层次教学的改革实践与经验，阐述了该教学模式对提高学生的数学素质和对教学质量的作用，同时也指出了存在的主要问题．     

Mathematics Assessment: Practices and Reporting Methods

The curriculum, teaching, and assessment Standards of the National Council of Teachers of Mathematics advocate the use of various assessment techniques in mathematics, K-12. Practitioners from 35 school districts in two regions of a midwestern state completed a questionnaire and reported information about their assessment practices, reporting methods, and other issues that affect change in mathematics. The results of the survey suggest that current reporting practices are limiting the use of alternative classroom assessment practices. Delays in the use of alternative mathematics assessment practice can probably be expected until the reporting systems used in school districts become consistent with the assessment systems and teachers participate in ongoing professional development programs to learn more about alternative assessment practices.     

高师数学专业学生实验能力培养的理论研究与实践

数学实验活动是提高学生数学素养,提高学生应用能力和创造能力的有效途径.高师院校学生肩负着未来培养中小学生的数学探究能力和创造能力的重大使命.因此,高师院校数学实验的教学改革研究具有双重的意义.本文通过对高师院校数学实验课程体系改革的理论研究与教学实践,探讨了高师院校数学实验教学的一条新路,提供了适合高师院校学生数学实验能力培养的新教学模式和新途径.     

Design and Implementation of a Framework for Defining Integrated Mathematics and Science Education

Integrated mathematics and science teaching and learning is a widely advocated yet largely unexplored phenomenon. This study involves an examination of middle school integrated mathematics and science education from two perspectives—theory and practice. The theoretical component of this research addresses the ill-defined nature of the phrase integrated mathematics and science education. A conceptual framework in the form of a Mathematics/Science Continuum is presented to lend clarity and precision to this phrase. The theoretical framework is then used to guide analysis of tasks students are engaged in during instructional practice in middle school classrooms, where the goal of instruction is full integration of mathematics and science. Barriers to integrating mathematics and science in the school curriculum are also presented.     

Achieving the Vision of the National Standards in Nebraska: A Framework as a First Step to Classroom Implementation

If the visions of the national mathematics and science standards are to be achieved, efforts must be taken to develop strategies for implementing standards-based curriculum and instruction. The Nebraska Mathematics/Science Framework Project used reflection and collaboration to develop a framework document that has been a significant motivator to enhance mathematics and science education in Nebraska. A teachers-teaching-teachers inservice model was used to connect the framework document with effective, innovative teaching practice and assessment strategies. The end result is an articulated program of mathematics and science which is guiding other state efforts to improve mathematics and science education.     

问题驱动 多元表征的概念教学探究——对偶线性规划教学案例设计

数学与应用数学(师范)专业中的《运筹学》具有跨学科、实践性的课程特点,目标在于培养职前教师用数学方法解决实际问题的能力.结合义务教育阶段新课程标准中"四基"的提出这一背景,本文将以线性规划部分(运筹数学)对偶线性规划概念的引入这一知识模块为例,探讨通过问题串形式进行问题驱动、多元表征的概念教学过程.即遵循问题驱动—兴趣驱动—问题意识发展—提出和解决新问题,依据数学与外部联系、数学内部联系两条主线设计教学和学习,探索如何通过问题驱动、多元表征的结构化教学过程引导学生的学习方式发生改变,增强探究学习的动机,发展问题解决能力.课堂教学实践证明效果优于以往单一的讲授式教学法,一定程度上提高了学生的学业成绩、应用问题的兴趣和问题解决意识.