Difference between revisions of "Library"
From Cantor's Attic
Line 25: | Line 25: | ||
pages={157--260}, | pages={157--260}, | ||
} | } | ||
+ | |||
+ | #Blass2010:CardinalCharacteristicsHandbook bibtext=@article{Blass2010:CardinalCharacteristicsHandbook, | ||
+ | author = {Blass, Andreas}, | ||
+ | title = {Chapter 6, Cardinal characteristics of the continuum}, | ||
+ | journal = {Handbook of Set Theory}, | ||
+ | editor = {Foreman, Mathew; Kanamori, Akihiro}, | ||
+ | year = {2010}, | ||
+ | isbn = {1402048432}, | ||
+ | publisher = {Springer}, | ||
+ | url = {http://www.math.lsa.umich.edu/~ablass/hbk.pdf}, | ||
+ | } | ||
+ | |||
#Corazza2003:GapBetweenI3andWA bibtex=@ARTICLE{Corazza2003:WholenessAxiom, | #Corazza2003:GapBetweenI3andWA bibtex=@ARTICLE{Corazza2003:WholenessAxiom, |
Revision as of 07:40, 9 January 2012
Welcome to the library, our central repository for references cited here on Cantor's attic.
Library holdings
- Corazza, Paul. The Wholeness Axiom and Laver sequences. Annals of Pure and Applied Logic pp. 157--260, October, 2000. bibtex
- bibtext=@article{Blass2010:CardinalCharacteristicsHandbook, author = {Blass, Andreas}, title = {Chapter 6, Cardinal characteristics of the continuum}, journal = {Handbook of Set Theory}, editor = {Foreman, Mathew; Kanamori, Akihiro}, year = {2010}, isbn = {1402048432},publisher = {Springer}, url = {http://www.math.lsa.umich.edu/~ablass/hbk.pdf},}
- Corazza, Paul. The gap between ${\rm I}_3$ and the wholeness axiom. Fund Math 179(1):43--60, 2003. www DOI MR bibtex
- Hamkins, Joel David and Lewis, Andy. Infinite time Turing machines. J Symbolic Logic 65(2):567--604, 2000. www arχiv DOI MR bibtex
- Hamkins, Joel David. Infinite time Turing machines. Minds and Machines 12(4):521--539, 2002. (special issue devoted to hypercomputation) www arχiv bibtex
- Hamkins, Joel David. Supertask computation. Classical and new paradigms of computation and their complexity hierarchies23:141--158, Dordrecht, 2004. (Papers of the conference ``Foundations of the Formal Sciences III'' held in Vienna, September 21-24, 2001) www arχiv DOI MR bibtex
- Hamkins, Joel David. The wholeness axioms and V=HOD. Arch Math Logic 40(1):1--8, 2001. www arχiv DOI MR bibtex
- Hamkins, Joel David. Tall cardinals. MLQ Math Log Q 55(1):68--86, 2009. www DOI MR bibtex
- Jech, Thomas J. Set Theory. Third, Springer, Berlin, 2003. bibtex
- Kanamori, Akihiro. The higher infinite. Second, Springer-Verlag, Berlin, 2009. (Large cardinals in set theory from their beginnings, Paperback reprint of the 2003 edition) bibtex
- Kunen, Kenneth. Saturated Ideals. J Symbolic Logic 43(1):65--76, 1978. www bibtex
- Schanker, Jason A. Weakly measurable cardinals. MLQ Math Log Q 57(3):266--280, 2011. www DOI bibtex
- Apter, Arthur and Gitman, Victoria and Hamkins, Joel David. Inner models with large cardinal features usually obtained by forcing. Archive for Mathematical Logic (To appear) bibtex
- Welch, Philip. The Lengths of Infinite Time Turing Machine Computations. Bulletin of the London Mathematical Society 32(2):129--136, 2000. bibtex
- Welch, Philip. Eventually Infinite Time Turing Machine Degrees: Infinite Time Decidable reals. Journal of Symbolic Logic 65(3):1193--1203, 2000. bibtex
User instructions
Cantor's attic users may make contributions to the library, in bibtex format, and then cite those references in other articles. Edit this page to make your contribution.