CAJ | 학술논문

结构化思想是高等代数学习中的一个重要数学思想，其理论具有高度的抽象性，是大一学生在学习高等代数时的一个难点和重点，结构化思想的掌握直接影响数学专业其它后继课程的学习。因此，在教学中注重讲授结构化思想的同时，培养学生用结构化思想解题更为重要。以研究生入学考试中的一道题的证法为例，阐述在解题中如何正确理解和掌握结构化思想方法。
결구화사상시고등대수학습중적일개중요수학사상，기이론구유고도적추상성，시대일학생재학습고등대수시적일개난점화중점，결구화사상적장악직접영향수학전업기타후계과정적학습。인차，재교학중주중강수결구화사상적동시，배양학생용결구화사상해제경위중요。이연구생입학고시중적일도제적증법위례，천술재해제중여하정학리해화장악결구화사상방법。
Structured idea is an important mathematical thought of higher algebra,and its theory is highly abstract.It is difficult and key to study the structured idea for a freshman in learning higher algebra,grasping it gives a direct impact on the study of other follow-up major math curriculum.Therefore itis even more important to train students to applicatestructured idea to solve problemswhile pay attention to the teaching of structured idea.Taking the proofs of a problem in the postgraduate entrance examination as an example showed how to understand and master the mathematical thought.