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NTIS 바로가기Journal for history of mathematics = 한국수학사학회지, v.32 no.2, 2019년, pp.79 - 93
박교식 (Dept. of Math. Edu., Gyeongin National Univ. of Edu.)
Choi Yoon Sik is a person who can not be omitted when discussing the history of mathematics in Korea. He is a mathematician who led Korean mathematics community after liberation from Japan. However, he took interests in mathematics education in middle and high school also. Choi Yoon Sik should be re...
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핵심어 | 질문 | 논문에서 추출한 답변 |
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실용을 위해서 수학교사들이 해야하는 것은? | 여기서의 실용은 상급학교 진학이나 수험과 같은 목전의 편리와 안일을 위한 실용이 아니라 학생과 국가를 위한 실용인바, 그것은 과학적 정신의 함양을 위한 실용을 의미한다. 이러한 실용을 위해서는 역학, 물리학, 천문측량 등과 같이 수학과 밀접한 관계를 가진 분야는 물론, 그 이외의 여러 가지 실제적인 분야에 대해 수학교사들이 관심을 갖고 교재화해야 한다. 이것이 가능하기 위해서는 평면기하와 입체기하를 분리하지 말아야 하며, 산술과 대수를 분리하지말아야 하며, 기하에서 운동의 관념을 쫓아내지 말아야 하며, 수학과 자연과학과의 연락을 끊지 말아야 한다. | |
직관이란? | 직관은 자연과학은 물론 수학에서도 중요한바, 직관은 발견의 어머니이고 독창의 근원이다. 이러한 입장에서 Henri Poincare(1854∼1912)의 다음과 같은 주장을 인용하면서, 수학교육에서 직관이 중요하다는 것을 강조하고 있다. | |
학교수학에서 곧바로 제3기의 수학을 가르치는 것은 잘못인 이유는? | 인간은 심리적으로 ‘제1기 유소(幼少)시대 → 제2기 청년시대 → 제3기 장년시대’의 경로를 따라 발달하고, 수학은 역사적으로 ‘제1기 경험을 기초로 한 시대 → 제2기 이론적으로 수학의 형식을 작성하고 그 내용을 풍부하게 한 시대 → 제3기 공리적 수학을 조직한 시대’의 경로를 따라 발달한다. 즉, 인간의 심리적 발달과 수학의 역사적 발달 사이에는 현저한 유사성이 있다. 따라서 학교수학에서 곧바로 제3기의 수학을 가르치는 것은 잘못이다. |
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