1. H M Said (ed.), Ibn Al-Haitham : proceedings of the celebrations of 1000th anniversary held under the auspices of Hamdard National Foundation, Pakistan (Sadar, 1970).

2. J-M Salanskis and H Sinaceur (eds.), Le Labyrinthe du continu : colloque de Cerisy (Paris, 1992).

3. V Sanford, A short history of mathematics (London, 1931).

4. M-T Sarrade, Sur les connaissances mathematiques des batisseurs de cathedrales (Paris, 1986).

5. G Sarton, A history of science (New York).

6. G Sarton, Ancient science through the golden age of Greece (New York, 1993).

7. G Sarton, Introduction to the history of science (Huntington, N.Y., 1975).

8. G Sarton, The study of the history of mathematics : Being the substance of the inaugural lecture of a course in the history of mathematics in Harvard University, delivered February 4, 1936 (Cambridge, Mass., 1936).

9. W Sartorius von Waltershausen, Gauss zum Gedachtniss (Wiesbaden, 1965).

10. M E Saul, A history of mathematical inequalities to 1850 : curricular implications (Ann Arbor, 1988).

11. H N Saunders, The astrolabe : a brief account of its history and construction together with practical instructions showing how it was used and can still be used for solving many astronomical problems (Bude, 1971).

12. C Schöner, Mathematik und Astronomie an der Universität Ingolstadt im 15. und 16. Jahrhundert (Berlin, 1994).

13. W L Schaaf, A bibliography of mathematical education (Forest Hills, N.Y., 1941).

14. W L Schaaf, A bibliography of recreational mathematics : A guide to the literature (Washington, D.C., 1970).

15. W Scharlau (ed.), Richard Dedekind, 1831-1981 : eine Wurdigung zu seinem 150. Geburtstag (Braunschweig, 1981).

16. W Scharlau and H Opolka, From Fermat to Minkowski : lectures on the theory of numbers and its historical development (New York, 1985).

17. E Scholz, Geschichte des Mannigfaltigkeitbegriffs von Riemann bis Poincaré (Boston, 1980).

18. E Scholz, Symmetrie, Gruppe, Dualitat : zur Beziehung zwischen theoretischer Mathematik und Anwendungen in Kristallographie und Baustatik des 19. Jahrhunderts (Basel, 1989).

19. S S Schweber, Aspects of the life and thought of Sir John Frederick Herschel (New York, 1981).

20. J F Scott, A history of mathematics from antiquity to the beginning of the nineteenth century (London, 1960).

21. S N Sen, A bibliography of Sanskrit works on astronomy and mathematics (New Delhi, 1966).

22. M Serres, Les origines de la géométrie : tiers livre des fondations (Paris, 1993).

23. J W Shirley, A Source book for the study of Thomas Harriot (New York, 1981).

24. G F Simmons, Calculus gems : brief lives and memorable mathematics (New York, 1992).

25. R Singh, History of science - Vol.4: History of mathematics (Jaipur, 1994).

26. V I Smirnov, Gaspard Monge (Moscow, 1949).

27. D E Smith and J Ginsburg, A history of mathematics in America before 1900 (New York, 1980).

28. D E Smith, A source book in mathematics (New York, 1959).

29. D E Smith, History of mathematics - Vol. 1: General survey of the history of elementary mathematics (Boston, 1923).

30. D E Smith, History of mathematics - Vol.2: Special topics of elementary mathematics (Boston, 1925).

31. D E Smith, Thomas Jefferson and mathematics (New York, 1932).

32. E Sondheimer and A Rogerson, Numbers and infinity : a historical account of mathematical concepts (Cambridge, 1981).

33. P Souffrin and A.Ph Segonds (eds.), Nicolas Oresme : tradition et innovation chez un intellectuel du XIVe siecle (Paris, 1988).

34. D D Spalt, Vom Mythos der mathematischen Vernunft : eine Archaologie zum Grundlagenstreit der Analysis oder Dokumentation einer vergeblichen Suche nach der Einheit der mathematischen Vernunft (Darmstadt, 1981).

35. P Speziali, Charles-Francois Sturm (1803-1855) : documents inedits (Paris, 1964).

36. O Spiess, Die Mathematiker Bernoulli : Gedenkrede gehalten an der am 21.Januar 1948 veranstalteten Feier bei Anlass der 200. Wiederkehr von Johann Bernouillis Todestag (Basel, 1948).

37. O Spiess, Leonhard Euler : ein Beitrag zur Geistesgeschichte des XVIII Jahrhunderts (Frauenfeld, 1929).

38. P K Srinivasan (ed.), Ramanujan memorial number (Madras, 1967-1968).

39. B Stephenson, Kepler's physical astronomy (New York, 1987).

40. S M Stigler, The history of statistics : the measurement of uncertainty before 1900 (Cambridge, Mass., 1986).

41. W P Stigt, Van Brouwer's intuitionism (Amsterdam, 1990).

42. B Stillman (ed.), Sofya Kovalevskaya, A Russian childhood (New York, 1978).

43. J Stillwell, Mathematics and its history (New York, 1989).

44. J Stolz, Whitehead und Einstein : wissenschaftsgeschichtliche Studien in naturphilosophischer Absicht (Frankfurt am Main, 1995).

45. M H Stone, Reminiscences of mathematics at Chicago, The Mathematical intelligencer 11 (3) (1989), 20-25.

46. D J Struik (ed.), A source book in mathematics, 1200-1800 (Cambridge, Mass., 1969).

47. D J Struik, A concise history of mathematics (New York, 1948: London, 1954).

48. J W N Sullivan, The history of mathematics in Europe : from the fall of Greek science to the rise of the conception of mathematical rigour (London , 1925).

49. N M Swerdlow and O Neugebauer, Mathematical astronomy in Copernicus's De revolutionibus (Berlin, 1984).

50. F J Swetz (ed.), From five fingers to infinity : a journey through the history of mathematics (Chicago and La Salle, Ill., 1994).

51. F Swetz et al. (eds), Learn from the masters (Washington, D.C., 1995).

52. F J Swetz, Capitalism and arithmetic : the "new math" of the 15th century, including the full text of the Treviso arithmetic of 1478 (La Salle, Ill., 1987).

53. F Swetz, The sea island mathematical manual : surveying and mathematics in ancient China (Pennsylvania, 1992).

54. E D Sylla, The Oxford Calculators and the mathematics of motion, 1320-1350 : physics and measurement by latitudes (New York, 1991).

55. B Szenassy, History of mathematics in Hungary until the 20th century (Berlin, 1992).

A B C  D E F  G H IJ  K L M  N O PQ  R S T  UV W XYZ

The URL of this page is:
http://www-history.mcs.st-andrews.ac.uk/history/Bibliography/S.html