基于OBE理念的高等数学“课程思政”教学改革探索与实践
Exploration and Practice of the “Curriculum Ideology and Politics” Teaching Reform in Advanced Mathematics Based on the OBE Concept
摘要: 针对高等数学课程思政教学中存在的思政元素挖掘碎片化、融入过程“两张皮”、育人效果评价难等问题,文章以成果导向教育(OBE)理念为指导,构建了“五进设计”系统化教学体系,提出了“德育为先、学生中心、研学融合、持续改进”的教学理念,创新实践了“线混 + 导启转归结”混合式教学模式。三年实践表明,改革显著提升了学生的学习成效与综合素养,实验班级学业成绩优良率与课程满意度均有显著提高;促进了教师专业成长,形成了可推广的课程思政建设范式。
Abstract: To address the issues in the “Curriculum Ideology and Politics” (CIP) teaching of Advanced Mathematics, such as the fragmented excavation of ideological and political elements, the “disconnection” between CIP and professional knowledge, and the difficulty in evaluating educational outcomes, this paper, guided by the Outcome-Based Education (OBE) concept, constructs a systematic teaching system known as the “Five Integrations” design. It proposes the teaching philosophy of “prioritizing moral education, focusing on students, integrating research and learning, and pursuing continuous improvement”, and innovatively practices the blended teaching model of “online-merge-offline (OMO) + the ‘Dao-Qi-Zhuan-Gui-Jie’ (Guidance-Inquiry-Application-Summary-Consolidation) five-step progressive teaching method”. Three years of practice demonstrate that the reform has significantly enhanced students’ learning outcomes and comprehensive qualities, with a marked increase in both the excellence rate of academic performance and course satisfaction in experimental classes. It has also promoted the professional growth of teachers, forming a replicable paradigm for CIP construction.
参考文献
|
[1]
|
教育部关于印发《高等学校课程思政建设指导纲要》的通知[EB/OL]. https://www.gov.cn/zhengce/zhengceku/2020-06/06/content_5517606.htm, 2020-05-28.
|
|
[2]
|
Spady, W.G. (1994) Outcome-Based Education: Critical Issues and Answers. American Association of School Administrators.
|
|
[3]
|
李志义, 朱泓, 刘志军, 等. 用成果导向教育理念引导高等工程教育教学改革[J]. 高等工程教育研究, 2014(2): 29-34, 70.
|
|
[4]
|
吴慧卓. 高等数学教学中渗透课程思政的探索与思考[J]. 大学数学, 2019(5): 40-43.
|
|
[5]
|
刘鑫. 高等数学课程思政的构建路径与实践探索[J]. 大学教育, 2025(S2): 137-140.
|
|
[6]
|
王芬. 课程思政在高等数学类课程建设中的探索与实践[J]. 高教学刊, 2022, 8(26): 193-196.
|
|
[7]
|
王立伟. 高等数学课程思政教学改革的探索与实践[J]. 合肥学院学报(综合版), 2022, 39(2): 120-124.
|
|
[8]
|
徐萍. 卓越人才培养中高等数学“课程思政”的思考[J]. 课程教育研究, 2018(32): 101.
|
|
[9]
|
杨威. 大学数学类课程思政探索与实践——以西安电子科技大学线性代数教学为例[J]. 大学教育, 2020(3): 77-79.
|
|
[10]
|
赵舵舵. 探析高等数学课程思政体系的构建策略[J]. 数学学习与研究, 2022(22): 8-10.
|
|
[11]
|
马丽, 姜建华, 段班祥, 等. 高职院校大类招生、分类培养面临的困难及应对措施[J]. 西部素质教育, 2024, 10(1): 187-190.
|
|
[12]
|
马丽, 陈挺, 李真, 等. 人工智能赋能高等数学课程思政的教学研究[J]. 创新教育研究, 2025, 13(2): 75-83.
|
|
[13]
|
姜建华, 姜圆香, 马丽. 课程思政建设方法与实践[M]. 广州: 广东高等教育出版社, 2025.
|