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Happy families and completely Ramsey sets
Authors:Pierre Matet
Institution:(1) Département de Mathématiques, Université de Caen, F-14032 Caen Cedex, France
Abstract:Summary We use games of Kastanas to obtain a new characterization of the classC Fscr of all sets that are completely Ramsey with respect to a given happy family Fscr. We then combine this with ideas of Plewik to give a uniform proof of various results of Ellentuck, Louveau, Mathias and Milliken concerning the extent ofC Fscr. We also study some cardinals that can be associated with the ideal IscrFscr of nowhere Fscr-Ramsey sets.Part of this research was done while the author was visiting I.V.I.C. in Caracas in September 1989. The author would like to thank Carlos Di Prisco for his hospitality.
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