1 |
U. BOTTAZZINI, The Higher calculus : A History of Real and Complex Analysis from Euler to Weierstrass, New York, Springer-Verlag, 1986.
|
2 |
C. B. BOYER, A History of Mathematics, Wiley, 1991. 양영오, 조윤동 역, 수학의 역사(하), 경문사, 2000.
|
3 |
D. M. BRESSOUD, A Radical Approach to Real Analysis(2e), MAA, 1997. 허민 역, 실해석학 (2판)-전혀 새로운 접근-, 교우사, 2009.
|
4 |
C. H. EDWARDS, The Historical Development of the Calculus, New York, Springer-Verlag, 1979.
|
5 |
J. FAUVEL(ed.), The Use of history in Teaching Mathematics, For the Learning of Mathematics 11(2) (1991), 3-6.
|
6 |
J. W. GRABINER, The Origins of Cauchy's Rigorous Calculus, Cambridge, MIT Press, 1981.
|
7 |
I. GRATTAN-GUINNESS, The Development of the Foundations of Mathematical Analysis From Euler to Riemann, Cambridge, MIT Press, 1971.
|
8 |
I. GRATTAN-GUINNESS(ed.), From the Calculus to Set Theory, London, Duckworth, 1980.
|
9 |
Jung, D. M., Jo, S. J., Introduction to Real Analysis, Seoul, Kyungmoon-Sa, 2016. (정동명, 조승제, 실해석학 개론, 경문사, 2016.)
|
10 |
M. KITCHER, The Nature of Mathematical Knowledge, New York, Oxford University Press, 1983.
|
11 |
I. LAKATOS, A Proofs and Refutations : The Logic of Mathematical Discovery, Cambridge University Press, 1976. 우정호 역, 수학적 발견의 논리, 아르케, 2001.
|
12 |
Woo J. H., Principle and Method of Teaching-learning of Mathematics, Seoul, SNU Press, 2000. (우정호, 수학 학습-지도 원리와 방법, 서울, 서울대학교 출판부, 2000.)
|