Appendix: Some Big Books on Mathematical Logic
Teach Yourself Logic: Appendix Some Big Books on Mathematical Logic Peter Smith University of Cambridge December 14, 2015 Pass it on, . That's the game I want you to learn. Pass it on. Alan Bennett, The History Boys c Peter Smith 2015 The latest versions of the main Guide and this Appendix can always be downloaded from logicmatters.net/students/tyl/ URLs in blue are live links to web-pages or PDF documents. Internal cross-references to sections etc. are also live. But to avoid the text being covered in ugly red rashes these internal links are not coloured { if you are reading onscreen, your cursor should change as you hover over such live links: try here. The Guide's layout is optimized for reading on-screen: try, for example, reading in iBooks on an iPad, or in double-page mode in Adobe Reader on a laptop. Contents 1 Kleene, 1952............................. 3 2 Mendelson, 1964, 2009 ....................... 4 3 Shoenfield, 1967........................... 7 4 Kleene, 1967............................. 9 5 Robbin, 1969............................. 10 6 Enderton, 1972, 2002 ........................ 12 7 Ebbinghaus, Flum and Thomas, 1978, 1994............ 15 8 Van Dalen, 1980, 2012........................ 17 9 Prestel and Delzell, 1986, 2011................... 20 10 Johnstone, 1987........................... 20 11 Hodel, 1995.............................. 21 12 Goldstern and Judah, 1995..................... 23 13 Forster, 2003............................. 26 14 Hedman, 2004............................ 27 15 Hinman, 2005 ............................ 30 16 Chiswell and Hodges, 2007..................... 34 17 Leary and Kristiansen, 2015 .................... 37 1 Introduction The traditional menu for a first serious Mathematical Logic course is basic first order logic with some model theory, the basic theory of computability and related matters (like G¨odel'sincompleteness theorem), and introduc- tory set theory.
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