|
研究生《图论》课程思政探索和实践
|
Abstract:
图论课程隶属于组合数学,是数学学科的重要分支,在实际中有非常广泛的应用,是人工智能通用算法的重要数学基础。图论作为安徽大学数学学科专业基础课程,在研究生阶段已经连续开始二十多年,在理论和实践层面均有重要价值。本论文将以安徽大学数学科学学院的研究生图论课程为例,探索将思政元素融入课堂,为社会培养基础学科拔尖人才。
Graph theory, as a basic course for the combinatorial mathematics discipline, is a branch of the subject of mathematics, has important theoretical and application value, it is an important mathematical foundation for general algorithms of artificial intelligence. Graph theory, as a fundamental course in mathematics at Anhui University, has been offered continuously for over 20 years at the graduate level, and holds significant value both in theoretical and practical aspects. This paper takes the graduate graph theory course of the School of Mathematical Sciences of Anhui University as an example to explore how to integrate ideological and political elements into the classroom and cultivate top talents in basic disciplines for society.
[1] | 教育部. 高等学校课程思政建设指导纲要[EB/OL]. 2020-05-28. http://www.moe.gov.cn/srcsite/A08/s7056/202006/t20200603_462437.html, 2020-06-01. |
[2] | 钟秉林. 课程思政: 高校思想政治教育的创新探索[J]. 高等教育研究, 2018(1): 3-9. |
[3] | 史永堂, 雷辉, 李佳傲. 数学基础课程图论的课程思政探索与实践[J]. 大学数学, 2021, 37(4): 34-81. |
[4] | 张萍. 数学专业基础课图论的课程思政案例教学探索与实践[J]. 教育进展, 2023, 13(11): 8468-8473. |
[5] | 秦厚荣, 徐海蓉. 大学数学课程思政的“触点”和教学体系建设[J]. 中国大学数学, 2019(9): 61-64. |
[6] | 公徐路. 课程思政下离散数学课堂教学中的改革与实践[J]. 大学数学, 2020, 36(4): 25-30. |
[7] | 刘春妍, 方海文, 赵宇. 《图论》课程思政教育教学设计探索与实践[J]. 黑河学院学报, 2022, 13(3): 110-112. |
[8] | 徐俊明. 图论及其应用[M]. 第4版. 合肥: 中国科学技术大学出版社, 2019. |
[9] | Euler, L. (1736) Solutio Problematis Ad Geometriam Situs Pertinentis. Commentarii Academiae Scientiarum Imperialis Petropolitanae, 8, 128-140. |
[10] | 管梅谷. 奇偶点图上作业法[J]. 数学学报, 1960(10): 263-266. |
[11] | Edmonds, J. (1965) The Chinese Postman Problem. Operations Research, 13, 1-73. |
[12] | 管梅谷. 关于中国邮递员问题研究和发展的历史回顾[J]. 运筹学报, 2015, 19(3): 1-7. |