Geometria - Autistici

Storia della matematica 36
[17] Harv Cooke 2005 p.200
[18] Yoshio Mikami, Development of Mathematics in China and Japan, B. G. Teubner, 1913.
22+355&dq=intitle:Development+intitle:22China+and+Japan%22+355&lr=&as_brr=0&as_pt=ALLTYPES&ei=84EbSrD1E4OYlQSwv4HlCQ&pgis=1
(http:/ / books. google. com/ books?id=4e9LAAAAMAAJ& q=intitle:Development+ intitle:"China+ and+ Japan)
[19] Definita la più bella formula della matemtica da Richard FeynmanRichard Feynman, Chapter 22: Algebra in The Feynman Lectures on
Physics: Volume I, , 1970. 10. Nel 1988, i lettori del Mathematical Intelligencer la votarono come "La più bella formula matematica di
sempre" Wells, David (1990) Are these the most beautiful? . Mathematical Intelligencer 12 (3): 37–41. DOI: 10.1007/BF03024015 (http:/ /
dx. doi. org/ 10. 1007/ BF03024015).
Wells, David (1988) Which is the most beautiful? . Mathematical Intelligencer 10 (4): 30–31. DOI: 10.1007/BF03023741 (http:/ / dx. doi.
org/ 10. 1007/ BF03023741).
[20] Martin Bernal, "Animadversions on the Origins of Western Science", pp. 72–83 in Michael H. Shank, ed., The Scientific Enterprise in
Antiquity and the Middle Ages, (Chicago: University of Chicago Press) 2000, p. 75.
[21] Boyer 1991 p. 53
[22] Boyer 1991 pp. 62-64
[23] Boyer 1990, pagg.86-87
[24] qui (http:/ / www. galgani. it/ matematica/ storia_matematica/ quadratura. htm)
[25] Howard Eves, An Introduction to the History of Mathematics, Saunders, 1990, ISBN 0030295580 p. 141: "No work, except The Bible, has
been more widely used...."
[26] Fisher, Ernest Peter (1997) Aristotele, Einstein e gli altri : 139.
[27] Boyer 1991 p. 143
[28] Boyer 1991 p. 145
[29] Boyer 1991 p. 153
[30] Plutarco, Vita di Marcello, 19, 9
[31] O'Connor (1996)
[32] Boyer, pp. 158–168.
[33] Boyer 1991 p. 205
[34] B.L. van der Waerden, ciece awening 1961 pp. 265-266
« Il buon cristiano deve stare in guardia contro i matematici e tutti coloro che fanno profezie vacue. Esiste già il pericolo che
i matematici abbiano fatto un patto col diavolo per oscurare lo spirito e confinare l'umanità nelle spire dell'inferno. »
De genesi ad litteram libro 2, 17.37
[36] Development of Mathematics in Ancient China (http:/ / www. saxakali. com/ COLOR_ASP/ chinamh1. htm)
[37] The use of the decimal system (http:/ / www. chinaculture. org/ gb/ en_madeinchina/ 2005-08/ 18/ content_71974. htm)
[38] Boyer 1991 p.231
[39] Boyer 1991 p.231
[40] Boyer 1991 p.239
[41] Boyer 1990, pp. 231-32
[42] Du Sautoy, L'enigma dei numeri primi 2004 p. 46
[43] Boyer 1991 p. 234
[44] Boyer 1991 p. 241-242
[45] Boyer 1991 p. 243
[46] Boyer 1991 pp. 246-248
[47] Boyer 1991 pp. 257-258
[48] Shukla, Kripa Shankar (1984) Use of Calculus in Hindu Mathematics . Indian Journal of History of Science 19: 95–104.
[49] Roger Cooke, The Mathematics of the Hindus in The History of Mathematics: A Brief Course, Wiley-Interscience, 1997. 213–214
[50] Boyer 1991 p. 259
[51] Boyer 1991 p. 260
[52] Biografia di Madhava in Mac Tutor (http:/ / www-gap. dcs. st-and. ac. uk/ ~history/ Biographies/ Madhava. html)
[53] Roy Ranjan 1990 "Discovery of the Series Formula for by Leibniz, Gregory, and Nilakantha." Mathematics Magazine (Mathematical
Association of America) 63(5):291-306
[54] Katz, V. J. 1995. "Ideas of Calculus in Islam and India." Mathematics Magazine (Mathematical Association of America), 68(3):163-174.
[55] Boyer 1991 pp. 266
[56] Boyer 1991 pp. 268-9
[57] Boyer 1991 p.268
[58] J. Lennart Berggren, Mathematics in Medieval Islam in The Mathematics of Egypt, Mesopotamia, China, India, and Islam: A Sourcebook,
Princeton University Press, 2007.
[59] Victor J. Katz (1998). History of Mathematics: An Introduction, pp. 255–59. ISBN 0321016181.
[60] Boyer 1990, p. 284