创新教育融入高等数学教育的可行性分析

Xiaobo Wen
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引用次数: 0

摘要

:本文以高等数学中坐标系统的建立、微积分系统的建立和t分布的发现为例,介绍了什么是高等数学中的创新创业教育,并进一步列举了伯特兰理论等案例来说明数学结论的多样性,探讨了高等数学教育与创新教育相结合的基础。然后从马斯洛的心理需求层面阐述了高等数学教育与创新教育整合的必要性,最后探讨了高等数学教育中创新教育整合的策略。
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Analysis of the feasibility of integrating innovative education into higher mathematics education
: This paper takes the establishment of coordinate system, the establishment of calculus system and the discovery of t-distribution in advanced mathematics as a case to introduce what is innovation and entrepreneurship education in higher mathematics, further lists the Bertrand theory and other cases to illustrate the diversity of mathematical conclusions, discusses the basis of the integration of higher mathematics education and innovative education, and then expounds the necessity of integrating higher mathematics education with innovative education at the level of Maslow's psychological needs, and finally discusses the strategy of integrating innovative education in higher mathematics education.
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