CAJ | 학술논문

高等代数是数学专业的一门重要基础课,针对该课程理论严谨、概念多、内容抽象和广泛的实用性等特点,在教学中通过对实际问题的解决来引出概念或相关理论,将抽象、枯燥的概念和理论变得具体、鲜活,对激发学生学习高等代数的兴趣、培养学生的创新思维及数学应用意识、提高高等代数的教学质量产生了良好的效果.
고등대수시수학전업적일문중요기출과,침대해과정이론엄근、개념다、내용추상화엄범적실용성등특점,재교학중통과대실제문제적해결래인출개념혹상관이론,장추상、고조적개념화이론변득구체、선활,대격발학생학습고등대수적흥취、배양학생적창신사유급수학응용의식、제고고등대수적교학질양산생료량호적효과.
Advanced algebra is an important basic course in mathematics. In consideration of that the theories of the course are meticulous,there are many concepts,and the contents are abstract and extensive. In the teaching practice of this course,practical problems are referenced to introduce concepts and theories,which can be interpreted concretely and vividly. This method is beneficial for raising students＇ interest in higher mathematics,cultivating creative thinking and consciousness of applying mathematics and improving teaching effectiveness.