본문 바로가기
KERD
논문KCI 등재

통합개념으로서 함수 개념에 대한 역사적 고찰

Historical investigation in the concept of function as integrated concept

3

조회

0

다운로드

1

인용

0

참고문헌

키워드

주제분류수학

참고문헌 (19)

  1. "함수 개념 지도의 교수현상학적 접근" (1992)
  2. "학교수학의 교육적 기초" (1999), 서울대학교 출판부
  3. "Oreame의 De Configurationibus에서의 기하학적 논의의 구조와 성격" (1987)
  4. "함수개념의 역사적 발달과 인식론적 장애", 9(1), pp.133~150 (1999), 대한수학교육학회
  5. "Where Do Functions come from ?", 33(2)
  6. "Three steps in the development of a concept", pp.5~13 (1946)
  7. "수학의 역사 상하" (2000), 경문사
  8. "Modelling motion: from trace graphs to instantaneous change" (2005), Freudenthal Institute, Utrecht
  9. "Introduction to Analysis of the Infinite Translated by J D" (1988), Springer-Verlag N Inc
  10. "Functional Relations and the law of Continuity in Euler", 27, pp.107~132 (2000)
  11. "Didactical Phenomenology of Mathematical Structure" (1983), Reidel publishing company
  12. "Relational and Functional thinking in mathematics The National Council of Teachers of Mathematics" (1934)
  13. "Evolution of the Function Concept", pp.282~300 (1989)
  14. "The origins of calculus in the medieval period Doctoral dissertations of University of Illinois at Chicago" (1992)
  15. "The Mathematical papers of Isaac Newton edited by D" (1967), Cambridge University press
  16. "Concept of Function, between Quantity and Form, in the 18th Century, History of Mathematics and Education: Ideas and Experiences" (1996), Vandenhoeck & Ruprecht in Gottingen
  17. "The mathematics of Measurement A critical history" (1998)
  18. "On Understanding the notion of Function The Concept of Function Aspects of Epistemology and pedagogy Mathematical Association of America", pp.25~58 (1994)
  19. "The Concept of Function up to the Middle of the 19th Century Archive for History of Exact Sciences 16 Historical investigation in the concept of function as integrated conceptLecture of Department of Mathematics education Hongik University Hyun young KangThe concept of Function is not just a single concept but an integrated concept that includes various mathematic topics such as arithmetics geometry and so on the concept of function is the basic principal underlying mathematics we should think of function as conceptual expedien", pp.37~85 (1976)

관련 논문AI추천

이 간행물의 다른 논문 (10건)