SCiReference
Page 1  2  3  4  5  6  7  8  9  10  11  12  13  14  15  16  17  18  19  20  21 
  1. L Nemeth, The two Bolyais, The new Hungarian quarterly 1 (1)(1960).
  2. C Neumann et al., Leipziger mathematische Antrittsvorlesungen : Auswahl aus den Jahren 1869-1922 (Leipzig, 1987).
  3. J R Newman (ed.), The world of mathematics (New York, 1956).
  4. N Nielsen, Géomètres francais sous la révolution (Copenhagen, 1929).
  5. E Noel (ed.), Le Matin des mathematiciens : entretiens sur l'histoire des mathematiques (Paris, 1985).
  6. Ecole normale supérieure (eds.), L'Oeuvre de Louis Couturat (1868-1914) - de Leibniz à Russell (Paris, 1983).
  7. L Novy, Origins of modern algebra (Prague, 1973).
  8. M J Nye, J L Richards and R H Stuewer (eds.), The Invention of physical science : intersections of mathematics, theology, and natural philosophy since the seventeenth century : essays in honor of Erwin N. Hiebert (Dordrecht, 1992).
  9. D J O'Meara, Pythagoras revived : mathematics and philosophy in late antiquity (Oxford, 1989).
  10. J Ogilvie, John Cruickshank : Professor in the Marischal College and University of Aberdeen : a memoir with appendices (Aberdeen, 1896).
  11. O Ore, Number theory and its history (New York, 1948).
  12. P H Osmond, Isaac Barrow : his life and times (London, 1944).
  13. F Pahl, Geschichte des naturwissenschaftlichen und mathematischen Unterrichts (Leipzig, 1913).
  14. M Pancanti and D Santini, Gino Arrighi storico della matematica medioevale : una bibliografia (Siena, 1983).
  15. C L Parkinson, Breakthroughs : a chronology of great achievements in science and mathematics 1200-1930 (London, 1985).
  16. K H Parshall and D E Rowe, The emergence of the American mathematical research community, 1876-1900 : J J Sylvester, Felix Klein, and E H Moore (Providence, R.I., 1994).
  17. K V H Parshall, A century-old snapshot of American mathematics, The Mathematical intelligencer 12 (3) (1990), 7-11.
  18. K V H Parshall, The 100th anniversary of mathematics at the University of Chicago, The Mathematical intelligencer 14 (2) (1992), 39-44.
  19. P Pasquini, Guido Grandi : discorso commemorativo pronunciato dal Linceo Pasquale Pasquini nella seduta ordinaria del 16 giugno 1972 (Rome, 1972).
  20. W Pauli, Scientific correspondence with Bohr, Einstein, Heisenberg and others (New York, 1979).
  21. E S Pearson (ed.), The history of statistics in the 17th and 18th centuries against the changing background of intellectual, scientific and religious thought : lectures by Karl Pearson given at University College, London during the academic sessions 1921-1933 (London, 1978).
  22. J Peiffer and A Dahan-Dalmedico, Wege und Irrwege : eine Geschichte der Mathematik (Basel, 1994).
  23. J Peyroux, Les opérations arithmétiques chez les Grecs (Paris, 1993).
  24. E R Phillips (ed.), Studies in the history of mathematics (Washington, D.C., 1987).
  25. E Picard, Les sciences mathématique en France depuis un demi-siècle (Paris, 1917).
  26. H Pieper, Heureka - ich hab's gefunden : 55 historische Aufgaben der Elementarmathematik mit Losungen (Thun, 1988).
  27. J-P Pier (ed.), Development of mathematics, 1900-1950 (Basel, 1994).
  28. R L Plackett (ed.), "Student" : a statistical biography of William Sealy Gosset : based on writings by E S Pearson (Oxford, 1990).
  29. H T Pledge, Science since 1500 : a short history of mathematics, physics, chemistry, biology (London, 1966).
  30. E B Plooij, Euclid's conception of ratio : and his definition of proportional magnitudes as criticized by Arabian commentators : including the text in facsimile with translation of the commentary on ratio of Abu 'Abd Allah Muhammad ibn Mu'adh al-Djajjani (Rotterdam, 1950).
  31. J C Poggendorff (ed.), Biographisch-literarisches Handwörterbuch zur Geschichte der exakten Wissenschaften (Leipzog, 1863-).
  32. J-C Pont, La topologie algébrique des orogines à Poincaré (Paris, 1974).
  33. T M Porter, The rise of statistical thinking : 1820-1900 (Princeton, 1986).
  34. H Portz, Galilei und der heutige Mathematikunterricht : ursprüngliche Festigkeitslehre und Ähnlichkeitsmechanik und ihre Bedeutung für die mathematische Bildung (Mannheim, 1994).
  35. K G Poulose (ed.), Scientific heritage of India, mathematics (Tripunithura, 1991).
  36. G Prasad, Some great mathematicians of the nineteenth century (Benares, 1933-34).
  37. M Price, Mathematics for the multitude? : a history of the Mathematical Association (Leicester, 1994).
  38. W M Priestley, Calculus : an historical approach (New York, 1979).
  39. S Puchta, On the role of mathematics and mathematical knowledge in the invention of Vannevar Bush's early analog computers, Annals of the history of computing 18 (4) (1996), 49-59.
  40. A Rachmanowa, Sonja Kowalewski : Leben und Liebe einer gelehrten Frau (Zurich, 1950).
  41. D Radaj, History, status and trends of automotive numerical analysis as part of a general development, Automobiltechnische Zeitschrift 89 (1) (1987), 7-14.
  42. F J Ragep (ed.), Tusi's Memoir on astronomy : the Tadhkira (New York, 1993).
  43. S Ram, Srinivasa Ramanujan (New Delhi, 1979).
  44. S R Ranganathan, Ramanujan : the man and the mathematician (London, 1967).
  45. R Rashed (ed.), Sciences a l'Epoque de la Revolution francaise : recherches historiques (Paris, 1988).
  46. R Rashed and A Djebbar (eds.), L'oeuvre algebrique d'al-Khayyam (Aleppo, 1981).
  47. R Rashed, Encyclopedia of the history of Arabic science (London, 1996).
  48. R Rashed, The development of Arabic mathematics : between arithmetic and algebra (Dordrecht, 1994).
  49. R Rashid, Optique et mathematiques : recherches sur l'histoire de la pensee scientifique en arabe (Aldershot, 1992).
  50. C B Read and J K Bidwell, Selected articles dealing with the history of elementary mathematics (Chicago, 1976).
  51. E Regis, Who got Einstein's office? : eccentricity and genius at the Institute for Advanced Study (London, 1988).
  52. C Reid, Courant in Göttingen and New York : the story of an improbable mathematician (New York, 1976).
  53. C Reid, Hilbert (London, 1970).
  54. C Reid, Neyman - from life (New York, 1982).
  55. J Reiner, Hermann von Helmholtz (Leipzig, 1905).
  56. Academiei Republicii Socialiste Romania (eds.), Elie Cartan, 1869-1951 : hommage de l'Academie de la Republique Socialiste de Roumanie a l'occasion du centenaire de sa naissance (Bucharest , 1975).
  57. N Rescher, The development of Arabic logic (Pittsburgh, 1964).
  58. H L Resnikoff and R O Wells, Mathematics in civilization (New York, 1984).
  59. S Restivo, Mathematics in society and history : sociological inquiries (Dordrecht, 1992).
  60. W F Richardson (ed.), John Napier, Rabdology (Cambridge, Mass., 1990).
  61. W F Richardson, Numbering and measuring in the classical world : an introductory handbook (Bristol, 1992).
  62. R E Rider, Mathematics in the Enlightenment : a study of algebra, 1685-1800 (Ann Arbor, 1983).
  63. F Ritter, Francois Viete, inventeur de l'algebre moderne, 1540-1603 (1895).
  64. A Robinet, L'empire Leibnizien : la conquête de la chaire de mathématiques de l'Université de Padoue : Jakob Hermann et Nicolas Bernoulli, (1707-1719) (Trieste, 1991).
  65. F A Rodriguez-Consuegra, The mathematical philosophy of Bertrand Russell : origins and development (Boston, 1991).
  66. L F Rogers, Finding out in the history of mathematics : a resource file of bibliographic, audio-visual and other materials for students and teachers (London, 1979).
  67. R R J Rohr, Mondnomogramme, Schriften der "Freunde alter Uhren" 34 (1995), 96-103.
  68. R R J Rohr, Nomogrammes lunaires, Horlogerie ancienne 37 (1995), 89-98.
  69. R R J Rohr, On lunar nomograms, Bulletin of the British Sundial Society 92 (5) (1995), 32-35.
  70. P L Rose, The Italian Renaissance of mathematics : studies on humanists and mathematicians from Petrarch to Galileo (Geneva, 1975).
  71. B A Rosenfeld, A history of non-euclidean geometry : evolution of the concept of a geometric space (New York, 1987).

|Help|   |Back| Copyright © 1999 Team 26533. All rights reserved. Disclaimer