如何在高等数学课堂融入思政教育

本文立足于高等数学的教学内容,将知识传授与价值引领相结合,从数学中的历史故事、哲学思想、数学家的典故、人文素材等四个方面探讨了如何在高等数学课堂上融入思政教育.     

《高等数学研究》稿约

一、刊物简介 1．本刊是经国家科技部批准,国内外公开发行的数学期刊,相对侧重于高等数学教育研究．刊名中的“高等数学”系广义所指的高等数学．高等数学教育是培养现代高层次科技人才的的基础教育．本刊的宗旨：一是为高等数学的一线教师和数学工作者,提供一片交流从事高等数学研究和教学成果的园地;二是紧密配合高等数学教育,为教师和优秀学生提供一片发表创造性论述高等数学的思想、理论、方法、技巧及其应用研究论文的园地;目标是在促成大学数学教育水平提高的同时,指导和帮助大学生更好地理解和掌握高等数学的思想方法、理论体系、基本内容和方法,提高大学生的数学素质,为培养高素质的科技人才和繁荣我国的数学事业服务．     

《高等数学研究》稿约

一、刊物简介 1．本刊是经国家科技部批准,国内外公开发行的数学期刊,相对侧重于高等数学教育研究．刊名中的“高等数学”系广义所指的高等数学．高等数学教育是培养现代高层次科技人才的的基础教育．本刊的宗旨：一是为高等数学的一线教师和数学工作者,提供一片交流从事高等数学研究和教学成果的园地;二是紧密配合高等数学教育,为教师和优秀学生提供一片发表创造性论述高等数学的思想、理论、方法、技巧及其应用研究论文的园地;目标是在促成大学数学教育水平提高的同时,指导和帮助大学生更好地理解和掌握高等数学的思想方法、理论体系、基本内容和方法,提高大学生的数学素质,为培养高素质的科技人才和繁荣我国的数学事业服务．     

高等数学中融入“课程思政”的教学策略分析

浅析高等数学思政教育现状,从数学素养、价值及精神中,探索高等数学课程思政的方向.以函数的连续性为例,结合教学内容,以外交故事、自然现象等巧妙的渗透文化自信、价值引领,给出融入课程思政的教学策略.     

《高等数学研究》稿约

一、宗旨、内容、对象 1、本刊是经国家科技部批准,国内外公开发行的数学期刊,相对侧重于高等数学教育研究。刊名中的“高等数学”系广义所指的高等数学。高等数学教育是培养现代高层次科技人才的的基础教育。本刊的宗旨：一是为高等数学的一线教师和数学工作者,提供一片交流从事高等数学研究和教学成果的园地：二是紧密配合高等数学教育,为教师和优秀学生提供一片发表创造性论述高等数学的思想、理论、方法、技巧及其应用研究论文的园地：目标是在促成大学数学教育水平提高的同时,指导和帮助大学生更好地理解和掌握高等数学的思想方法、理论体系、基本内容和方法,提高大学生的数学素质,为培养高素质的科技人才和繁荣我国的数学事业服务。     

《高等数学研究》稿约

一、刊物简介1.本刊是经国家科技部批准,国内外公开发行的数学期刊,相对侧重于高等数学教育研究.刊名中的"高等数学"系广义所指的高等数学.高等数学教育是培养现代高层次科技人才的的基础教育.本刊的宗旨:一是为高等数学的一线教师和数学工作者,提供一片交流从事高等数学研究和教学成果的园地;二是紧密配合高等数学教育,为教师和优秀学生提供一片发表创造性论述高等数学的思想、理论、方法、技巧及其应用研究论文的园地;目标是在促成大学数学教育水平提高的同时,指导和帮助大学生更好地理解和掌握高等数学的思想方法、理论体系、基本内容和方法,提高大学生的数学素质,为培养高素质的科技人才和繁荣我国的数学事业服务.     

《高等数学研究》稿约

一、宗旨、内容、对象 1、本刊是经国家科技部批准,国内外公开发行的数学期刊,相对侧重于高等数学教育研究。刊名中的“高等数学”系广义所指的高等数学。高等数学教育是培养现代高层次科技人才的的基础教育。本刊的宗旨：一是为高等数学的一线教师和数学工作者,提供一片交流从事高等数学研究和教学成果的园地;二是紧密配合高等数学教育,     

《高等数学研究》稿约

一、宗旨、内容、对象 1、本刊是经国家科技部批准,国内外公开发行的数学期刊,相对侧重于高等数学教育研究。刊名中的“高等数学”系广义所指的高等数学。高等数学教育是培养现代高层次科技人才的的基础教育。本刊的宗旨：一是为高等数学的一线教师和数学工作者,提供一片交流从事高等数学研究和教学成果的园地;二是紧密配合高等数学教育,     

《高等数学研究》稿约

一、宗旨、内容、对象 1、本刊是经国家科技部批准,国内外公开发行的数学期刊,相对侧重于高等数学教育研究。刊名中的“高等数学”系广义所指的高等数学。高等数学教育是培养现代高层次科技人才的的基础教育。本刊的宗旨：一是为高等数学的一线教师和数学工作者,提供一片交流从事高等数学研究和教学成果的园地;二是紧密配合高等数学教育,     

《高等数学研究》稿约

一、宗旨、内容、对象1、本刊是经国家科技部批准,国内外公开发行的数学期刊,相对侧重于高等数学教育研究。刊名中的“高等数学”系广义所指的高等数学。高等数学教育是培养现代高层次科技人才的的基础教育。本刊的宗旨：一是为高等数学的一线教师和数学工作者,提供一片交流从事高等数学研究和教学成果的园地;二是紧密配合高等数学教育,     

试谈应用数学的发展——加强数学联系实际的学风(下半篇)

在高等数学中 ,怎样发展应用数学并在社会建设中起促进作用 ?本文就此问题提供少量素材和一份讨论意见。全文分四章 ,共十一节。前两章共四节对历史和现状作了回顾。第三章分四节 ,对科研情况进行了分析 ,涉及到数学的学科性质、过四关分类、工作困难、以及在抽样思维、逻辑推导和应用实践之间的相互关系。按照回顾与分析 ,本文指出 :在 2 0世纪 ,由于工业不发达 ,我国数学应用的基础薄弱 ;加上缺乏经验 ,我国数学联系实际的学风比较差 ,有待努力加强。第四章有三节 ,提出加强联系实际、发展应用数学的多种措施 ,并给出为了建成数学强国应该达到的定量标准     

再谈应用数学的发展——对“试谈”的补充意见

本文采用校勘的格式对 [1]提出补充意见     

The interplay of various Scandinavian mathematical journals (1859–1953) and the road towards internationalization

The merger of various Nordic mathematical journals in 1953 into Mathematica Scandinavica (for research) and into Nordisk Matematisk Tidsskrift (for the more elementary topics, from 1979 NORMAT) confirmed increasing cooperation between matured Scandinavian mathematical communities. The merger originated from practical considerations including the wish to have a critical mass for economically viable publications.The present paper presents the basic steps in the development of several Scandinavian mathematical journals from 1859, the year of the foundation of the first general mathematical journal in a Scandinavian language, the Danish Mathematisk Tidsskrift, through various converging and diverging tendencies, towards the events of the year 1953.     

Mathematics identity and achievement among Black students

Employing data from the National Center of Educational Statistics' High School Longitudinal Study and utilizing critical race theory and intersectionality as theoretical frameworks, this article interrogates the relationship between mathematics identity and math success for a nationwide sample of Black secondary school students. More specifically, hierarchical regression modeling is employed to examine the relative impact of math identity, demographic variables, and school/parent social capital variables on the math grade point averages of this sample. The article ends with a discussion of specific steps for teaching mathematics that put the identity of those from traditionally marginalized communities at the center of mathematics instruction. Thus making experiences, histories, culture, and abilities essential elements of students' learning, that are to be supported and built upon.     

The Mathematics Attitudes and Perceptions Survey: an instrument to assess expert-like views and dispositions among undergraduate mathematics students

One goal of an undergraduate education in mathematics is to help students develop a productive disposition towards mathematics. A way of conceiving of this is as helping mathematical novices transition to more expert-like perceptions of mathematics. This conceptualization creates a need for a way to characterize students' perceptions of mathematics in authentic educational settings. This article presents a survey, the Mathematics Attitudes and Perceptions Survey (MAPS), designed to address this need. We present the development of the MAPS instrument and its validation on a large (N = 3411) set of student data. Results from various MAPS implementations corroborate results from analogous instruments in other STEM disciplines. We present these results and highlight some in particular: MAPS scores correlate with course grades; students tend to move away from expert-like orientations over a semester or year of taking a mathematics course; and interactive-engagement type lectures have less of a negative impact, but no positive impact, on students' overall orientations than traditional lecturing. We include the MAPS instrument in this article and suggest ways in which it may deepen our understanding of undergraduate mathematics education.     

Difference and differential equations in the mathematics of finance

Many problems arising in the mathematics of finance involve identical money flows at regular time intervals and are typically solved by appropriate valuation at a focal date or by setting up an equation of value. It is shown here that such problems can be viewed as special cases of a certain class of first‐order difference equations. Problems relating to continuous money flows can be viewed analogously as special cases of a certain class of ordinary first‐order differential equations. Students should thus be encouraged to view the concepts and techniques of the mathematics of finance as not being inherently different from those prevalent in more traditional applied mathematics.     

Predictive factors of students’ motivation to succeed in introductory mathematics courses: evidence from higher education in the UAE

The purpose of the study is to examine whether there is a significant relationship between students’ motivation to succeed in introductory mathematics courses offered by universities in the United Arab Emirates (UAE) as the dependent variable of the research and another five independent variables including cognitive mathematics self-concept, affective mathematics self-concept, extrinsic motivation as expectations of future career and income, students’ age and the number of mathematics courses taken by students. The rationale of the study is based on the significance of mathematics achievements for students and academic institutions in particular, as well as for the society in general. The study is designed based on a quantitative research methodology and a sample of 685 students participated in completing a survey questionnaire. The sample is drawn from students who were registered in different introductory mathematics courses at four academic institutions of higher education in the UAE. The quantitative correlation analysis among students’ motivation, cognitive mathematics self-concept, affective mathematics self-concept, extrinsic motivation, students’ age and the number of mathematics courses taken by students reveals theoretically consistent interrelationships. The quantitative multiple regression analysis indicates that the five independent variables explain 71.3% of the variation in students’ motivation to succeed in introductory mathematics courses.     

数学实验——数学方法、数学软件和数学应用的融合

论述了数学方法、数学软件和数学应用在数学实验课中的作用,表述了数学方法、数学软件和数学应用之间的关系.     

扬长避短构建和谐数学教学的多媒体课件

现阶段数学教学课件中存在拿来主义、缺乏再创造,单边主义、缺少交流与协作,泛泛主义、没有针对性等问题.要构建和谐数学教学多媒体课件,可视性、可读性、可赏性、实用性是课件制作要考虑的重要因素.     

数学交流及其对数学教育的启示

阐述了数学交流的缘起和功能 ,指出除具有一般的教学功能外 ,数学交流的教学意义特别表现在完善数学思维活动和实现数学教学的社会价值两方面 .最后 ,从三个方面探讨了数学交流观点对数学教育的启示 ,即重视培养学生的数学交流素养 ,利用师生互动的形式重塑教学过程 ,在强调认知的同时关注学生的精神生活 .