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![]() Date: 2004-02-29 16:34:14Abstract algebra Order theory Model theory Field theory Functions and mappings Hyperreal number Ultrafilter Ultraproduct Forcing Mathematics Non-standard analysis Mathematical logic | Source URL: shelah.logic.atDownload Document from Source WebsiteFile Size: 145,27 KBShare Document on Facebook |
![]() | CVS: $Id: diary.tex,v18:18:26 david Exp $ :001 Let U be a ultrafilter on Z. Say that a subset A of Z is green (for lack of a better name!) relative to U iff for every k ∈ A the translation ADocID: 1uEgA - View Document |
![]() | HINDMAN’S THEOREM VIA ULTRAFILTERS LEO GOLDMAKHER Abstract. A self-contained exposition of the ultrafilter proof of Hindman’s theorem. This proof was explained to me by Mike Pawliuk. 1. MotivationDocID: 1sUWr - View Document |
![]() | Introduction van der Waerden ideal W-ultrafiltersDocID: 1np28 - View Document |
![]() | Continuous Cofinal Maps on Ultrafilters Natasha Dobrinen University of Denver joint work with Stevo TodorcevicDocID: 1mYz3 - View Document |
![]() | Topology and Markets Graciela Chichilnisky ` Editor Fields Institute Communications Volume 22, 1999DocID: 1gbV8 - View Document |