Literaturverzeichnis
Literaturverzeichnis [1] Abian, A.: Nonstandard models for arithmetic and [14] Boole, G.; Corcoran, J.: The Laws of Thought analysis. In: Studia Logica 33 (1974), Nr. 1, S. 11–22 (Reprint). New York: Prometheus Books, 2003 [2] Ackermann, W.: Zum Hilbert’schen Aufbau der [15] Boolos, G.: A New Proof of the Gödel Incompleteness reellen Zahlen. In: Mathematische Annalen 99 (1928), Theorem. In: Notices of the American Mathematical S. 118–133 Society (1989), Nr. 36, S. 388–390 [3] Ackermann, W.: Zur Axiomatik der Mengenlehre. In: [16] Boolos, G. S.; Burgess, J. P.; Jeffrey, R. C.: Mathematische Annalen 131 (1956), August, Nr. 4, S. Computability and Logic. Cambridge: Cambridge 336–345 University Press, 2007 [4] Aliprand, J.: The Unicode Standard Version 5.0. [17] Boolos, G. S.; Jeffrey, R. C.: Computability and Boston, MA: Addison-Wesley, 2007 Logic. Cambridge: Cambridge University Press, 1989 [5] Amos, M.: Theoretical and Experimental DNA [18] The Busy Beaver Game and the Meaning of Life. Computation. Berlin, Heidelberg, New York: In: Brady, A. H.: The Universal Turing Machine: A Springer-Verlag, 2005 Half Century Survey. Oxford: Oxford University [6] Baez, J.: This Week’s Finds in Mathematical Physics. Press, 1991, S. 259–277 http://math.ucr.edu/home/baez/ [19] Brady, G.: From Peirce to Skolem: A Neglected week236.html Chapter in the History of Logic. Amsterdam: Elsevier [7] Bauer, Andrej: Portraitphoto von Dana Scott. Scienceg, 2000 (Studies in the History and Philosophy http://creativecommons.org/licenses/ of Mathematics) by-sa/2.5/. – Creative Commons License 2.5, [20] Burali-Forti, C.: Una questione sui numeri transfiniti.
[Show full text]