Comments on: 580 Cardinal arithmetic (11)
https://andrescaicedo.wordpress.com/2009/03/12/580cardinalarithmetic11/
AndrĂ©s E. Caicedo
Wed, 05 Aug 2020 23:47:33 +0000
hourly
1
http://wordpress.com/

By: 580 III. Partition calculus « A kind of library
https://andrescaicedo.wordpress.com/2009/03/12/580cardinalarithmetic11/#comment3925
Sun, 20 Jan 2013 18:04:38 +0000
http://caicedoteaching.wordpress.com/?p=1779#comment3925
[…] One can also prove Rado’s selection principle as a consequence of the compactness of first order logic; for example, it is easy to give a proof using the ultrapower construction as in the proof of 2 implies 6 of Theorem 8 in lecture II.11. […]
]]>

By: 580 III. Partition calculus « Teaching page
https://andrescaicedo.wordpress.com/2009/03/12/580cardinalarithmetic11/#comment3143
Sun, 22 Mar 2009 00:31:26 +0000
http://caicedoteaching.wordpress.com/?p=1779#comment3143
[…] One can also prove Rado’s selection principle as a consequence of the compactness of first order logic; for example, it is easy to give a proof using the ultrapower construction as in the proof of 2 implies 6 of Theorem 8 in lecture II.11. […]
]]>