References for: Non-Euclidean geometry

  1. R Bonola, Non-Euclidean Geometry : A Critical and Historical Study of its Development (New York, 1955).
  2. T R Chandrasekhar, Non-Euclidean geometry from early times to Beltrami, Indian J. Hist. Sci. 24 (4) (1989), 249-256.
  3. N Daniels,Thomas Reid's discovery of a non-Euclidean geometry, Philos. Sci. 39 (1972), 219-234.
  4. F J Duarte, On the non-Euclidean geometries : Historical and bibliographical notes (Spanish), Revista Acad. Colombiana Ci. Exact. Fis. Nat. 7 (1946), 63-81.
  5. H Freudenthal, Nichteuklidische Geometrie im Altertum?, Archive for History of Exact Sciences 43 (3) (1991), 189-197.
  6. J J Gray, Euclidean and non-Euclidean geometry, in I Grattan-Guinness (ed.), Companion Encyclopedia of the History and Philosophy of the Mathematical Sciences (London, 1994), 877-886.
  7. J J Gray, Ideas of Space : Euclidean, non-Euclidean and Relativistic (Oxford, 1989).
  8. J J Gray, Non-Euclidean geometry-a re-interpretation, Historia Mathematica 6 (3) (1979), 236-258.
  9. J J Gray, The discovery of non-Euclidean geometry, in Studies in the history of mathematics (Washington, DC, 1987), 37-60.
  10. T Hawkins, Non-Euclidean geometry and Weierstrassian mathematics : the background to Killing's work on Lie algebras, Historia Mathematica 7 (3) (1980), 289-342.
  11. C Houzel, The birth of non-Euclidean geometry, in 1830-1930 : a century of geometry (Berlin, 1992), 3-21.
  12. V F Kagan, The construction of non-Euclidean geometry by Lobachevskii, Gauss and Bolyai (Russian), Akad. Nauk SSSR. Trudy Inst. Istorii Estestvoznaniya 2 (1948), 323-389.
  13. H Karzel, Development of non-Euclidean geometries since Gauss, Proceedings of the 2nd Gauss Symposium (Berlin, 1995).
  14. B Mayorga, Lobachevskii and non-Euclidean geometry (Spanish), Lect. Mat. 15 (1) (1994), 29-43.
  15. T Pati, The development of non-Euclidean geometry during the last 150 years, Bull. Allahabad Univ. Math. Assoc. 15 (1951), 1-8.
  16. B A Rosenfeld, A history of non-euclidean geometry : evolution of the concept of a geometric space (New York, 1987).
  17. B A Rozenfel'd, History of non-Euclidean geometry : Development of the concept of a geometric space (Russian) (Moscow, 1976).
  18. D M Y Sommerville, Bibliography of non-euclidean geometry (New York, 1970).
  19. B Szénássy, Remarks on Gauss's work on non-Euclidean geometry (Hungarian), Mat. Lapok 28 (1-3) (1980), 133-140.
  20. R Taton, Lobatchevski et la diffusion des géometries non-euclidiennes, The Spanish scientist before the history of science (Madrid, 1980), 39-46.
  21. I Toth, From the pre-history of non-euclidean geometry (Hungarian), Mat. Lapok 16 (1965), 300-315.
  22. R J Trudeau, The non-Euclidean revolution (Boston, Mass., 1987).
  23. A Vucinich, Nikolai Ivanovich Lobachevskii : the man behind the first non-Euclidean geometry, Isis 53 (1962), 465-481.
JOC/EFR February 1996

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