Axiom schema of replacement (English Wikipedia)

Analysis of information sources in references of the Wikipedia article "Axiom schema of replacement" in English language version.

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ams.org

mathscinet.ams.org

  • Maddy, Penelope (1988), "Believing the axioms. I", Journal of Symbolic Logic, 53 (2): 481–511, doi:10.2307/2274520, JSTOR 2274520, MR 0947855, Early hints of the Axiom of Replacement can be found in Cantor's letter to Dedekind [1899] and in Mirimanoff [1917]. Maddy cites two papers by Mirimanoff, "Les antinomies de Russell et de Burali-Forti et le problème fundamental de la théorie des ensembles" and "Remarques sur la théorie des ensembles et les antinomies Cantorienne", both in L'Enseignement Mathématique (1917).

arxiv.org

  • Gitman, Victoria; Joel David Hamkins; Johnstone, Thomas A. (2011). "What is the theory ZFC without power set?". arXiv:1110.2430 [math.LO].

bu.edu

math.bu.edu

  • A. Kanamori, "In Praise of Replacement", pp.74--75. Bulletin of Symbolic Logic vol. 18, no. 1 (2012). Accessed 22 August 2023.
  • A. Kanamori, "In Praise of Replacement", p.73. Bulletin of Symbolic Logic vol. 18, no. 1 (2012). Accessed 22 August 2023.

doi.org

  • Maddy, Penelope (1988), "Believing the axioms. I", Journal of Symbolic Logic, 53 (2): 481–511, doi:10.2307/2274520, JSTOR 2274520, MR 0947855, Early hints of the Axiom of Replacement can be found in Cantor's letter to Dedekind [1899] and in Mirimanoff [1917]. Maddy cites two papers by Mirimanoff, "Les antinomies de Russell et de Burali-Forti et le problème fundamental de la théorie des ensembles" and "Remarques sur la théorie des ensembles et les antinomies Cantorienne", both in L'Enseignement Mathématique (1917).

jstor.org

  • Maddy, Penelope (1988), "Believing the axioms. I", Journal of Symbolic Logic, 53 (2): 481–511, doi:10.2307/2274520, JSTOR 2274520, MR 0947855, Early hints of the Axiom of Replacement can be found in Cantor's letter to Dedekind [1899] and in Mirimanoff [1917]. Maddy cites two papers by Mirimanoff, "Les antinomies de Russell et de Burali-Forti et le problème fundamental de la théorie des ensembles" and "Remarques sur la théorie des ensembles et les antinomies Cantorienne", both in L'Enseignement Mathématique (1917).