特殊篇章玄宇宙计划原文序列部分章 (10-9)

vol. 54 (1947), no. 9. Reprinted in [4], pp. 176-187. Quoted from [4].

[10]———,What is Cantor's conliruaum problcm?, Philosophy of mathematics Selected readings (P. Benacerraf and H. Putnam, editors), 1964, Revised and expanded version of 191Rcprinted in [3].pp. 470-485 and [4]. pp.254-269. Quoted from [4],pp.258-173.

[11] JoEL HAMKINs, The set-theoretic mmuiriverse. The Review of Symbolic Legic, vol.5(2012).pp.416-449.

[12] RONALD JENsEN, Inner models and large cardinals, this BULLETIN, vol. 1 (1995), no. 4.Pp.393-407.

[13] AKIHIRO KANAMORI, The Ngher infinite. sccond cd., Springer, Berlin, 2003.

[14] JEROME H.KristER. Model theory for infinitary rth-Holland.Amsterdam.1971.

[15] PereR Kocuxuk, On reflection principles, Annals of Pure and Applied Logic, vol. 157(2009).no. 2-3.pp.206-219.

[16] PENELOPE MADDY, Believing the axioms 1, I11. The Journal of Symbolic Logic,vol.53(1998).pp.481-511 and 736-764.

[17) MENACHEM MAGDoR, On the role of supercompact and extendible cardinals in logic. Israel Journal of Mathematics, vol.10 (1971).pp.147-157.

[18] SAHARON SHELAH, The future ef set theory, Set theery of the reals, Israel Mathematicall Conference Proceedings.vol. 6,H. Judah, 1991, pp.1-12.

[19)──. Logical dreams, Balletis of the American Mathematical Society, vol.40 (2003）.no.2.pp.203-228.

[20] JowN STvL, Mathematics needs new axioms, this BULLEris, vol. 6 (2000), no. 4,pp.422-433.

[21] HAO WANG, VT. The concept of set, From methematics to philosephy. Routledge and Kegan Paul, London, 1974.pp.181-223.

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