References for: A history of set theory

  1. Z Adamowicz, Waclaw Sierpinski's contribution to general set theory (Polish), Wiadom. Mat. 26 (1) (1984), 9-18.
  2. I H Anellis, Russell's earliest interpretation of Cantorian set theory, 1896-1900, Philos. Math. (2) 2 (1) (1987), 1-31.
  3. I H Anellis, Russell's earliest reactions to Cantorian set theory, 1896-1900, in Axiomatic set theory (Providence, R.I., 1984), 1-11.
  4. I Angelelli, "Class as one" and "class as many" before modern set theory, Historia Mathematica 6 (3) (1979), 305-309.
  5. I Copi, The Burali-Forti paradox, Philosophy of Science 25 (1958), 281-286.
  6. J W Dauben, Georg Cantor: His Mathematics and Philosophy of the Infinite (Cambridge, MA., 1979).
  7. J W Dauben, Georg Cantor's creation of transfinite set theory : personality and psychology in the history of mathematics, Papers in mathematics (New York, 1979), 27-44.
  8. A Führich, Der Meinungsstreit zwischen Georg Cantor und Leopold Kronecker um Grundlagen der Mathematik in der Zeit der Begründung der Mengenlehre (Potsdam, 1983).
  9. A Garciadiego, Bertrand Russell and the Origins of the Set Theory Paradoxes (Basel, 1992).
  10. A R Garciadiego, Bertrand Russell and the origin of paradoxes in set theory (Spanish), Mathesis 4 (1) (1988), 113-130.
  11. H Gispert, La théorie des ensembles en France avant la crise de 1905 : Baire, Borel, Lebesgue ... et tous les autres, Rev. Histoire Math. 1 (1) (1995), 39-81.
  12. I Grattan-Guinness (ed.), Selected essays on the history of set theory and logics (1906-1918) by Philip E B Jourdain (Bologna, 1991).
  13. G Heinzmann (ed.), Poincaré, Russell, Zermelo et Peano : textes de la discussion (1906-1912) sur les fondements des mathématiques : des antinomies a la predicativite (Paris, 1986).
  14. P E Johnson, A History of Set Theory (Boston, 1972).
  15. A Kanamori, The mathematical development of set theory from Cantor to Cohen, Bull. Symbolic Logic 2 (1) (1996), 1-71.
  16. A Kertész, Georg Cantor (1845-1918) : Schöpfer der Mengenlehre (Halle, 1983).
  17. A Levy, Alfred Tarski's work in set theory, J. Symbolic Logic 53 (1) (1988), 2-6.
  18. F A Medwedew, Cantorsche Mengenlehre und Theologie, Mitt. Math. Ges. DDR 4 (1985), 9-22.
  19. G H Moore, The Origins of Zermelo's axiomatisation of set theory, Journal of Philosophical Logic 7 (1978), 307-329.
  20. G H Moore, Ernst Zermelo, A E Harward, and the axiomatization of set theory, Historia Mathematica 3 (2) (1976), 206-209.
  21. W Purkert, Cantor and the Burali-Forti paradox, The Monist 67 (1984), 92-106.
  22. W Purkert, Georg Cantor und die Antinomien der Mengenlehre, Bull. Soc. Math. Belg. Sér. A 38 (1986), 313-327.
  23. M Tiles, The philosophy of set theory : an historical introduction to Cantor's paradise (Oxford, 1989).
  24. G Heinzmann (ed.), Poincaré, Russell, Zermelo et Peano : textes de la discussion (1906-1912) sur les fondements des mathématiques : des antinomies a la predicativite (Paris, 1986).
  25. S Pollard, Philosophical Introduction to Set Theory (Notre Dame Press, 1990).
JOC/EFR February 1996

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