1 |
우정호, 학교수학의 교육적 기초, 서울대학교 출판부, 2000.
|
2 |
홍갑주, 아르키메데스 수학의 교육적 연구, 서울대학교 박사학위논문, 2008.
|
3 |
Aaboe, A., & Sherbert, D. R., Didactical and Other Remarks on Some Theorems of Archimedes and Infinitesimals, Centaurus, 38(4), (1996), 295-316.
DOI
ScienceOn
|
4 |
Baron, M. E., The Origins of the Infinitesimal Calculus, New York, Dover Publications, 1969.
|
5 |
Coolidge, J. L., A History of Geometrical Method, New York, Dover Publications, 1963.
|
6 |
Dijksterhuis, E, J., Archimedes, New Jersy, Princeton University Press, 1987.
|
7 |
Dunham, W., Journey through Genius. 한글 번역판 (2004), 조정수 역, 수학의 천재들, 경문사.
|
8 |
Edwards, C. H., The Historical Development of the Calculus, New York, Springer-Verlag, 1979.
|
9 |
Eves, H., An Introduction to the History of Mathematics, 한글 번역판 (1996), 이우영, 신항균 역, 수학사, 경문사.
|
10 |
Eves, H., Great Moments in Mathematics, 한글 번역판 (2003), 오혜영 역, 수학의 위대한 순간들, 경문사.
|
11 |
Gardiner, A., Infinite Processes-Background to Analysis, New York, Springer-Verlag, 1982.
|
12 |
Heath, T. L., The Works of Archimedes with the Method of Archimedes, New York, Dover Publications, 1912.
|
13 |
Knorr, W. R ., "The Method of Indivisibles in Ancient Geometry" in R. Calinger(Ed.), Vita Mathematica, (1996), 67-86.
|
14 |
Laird, W. R., Archimedes among the Humanists, Isis, 82(4), (1991), 628-638.
DOI
ScienceOn
|
15 |
Nets, R., The works of Archimedes(vol 1), Cambridge, Cambridge University Press, 2004.
|
16 |
Lenzen, V. F., Archimedes' Theory of the lever, Isis, 17(2), (1932), 288-289.
DOI
ScienceOn
|
17 |
Mancosu, P., Philosophy of Mathematics and Mathematical Practice in the Seventeenth Century, New York, Oxford University Press, 1996.
|
18 |
Nets, R. & Noel, W., The Archimedes Codex, Da Capo Press, 2007.
|
19 |
Polya, G., Induction and Analogy in Mathematics, New Jersy, Princeton University Press, 1973.
|
20 |
Smith, D. E., History of Mathematics(vol 2), New York, Dover Publications, 1953.
|
21 |
Toeplitz, O., The Calculus - A Genetic Approach, Chicago, The University of Chicago Press, 1967.
|