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Diamond and antichains
Authors:James Cummings  Ernest Schimmerling
Affiliation:(1) Department of Mathematical Sciences, Carnegie Mellon University, Pittsburgh, PA 15213-3890, USA
Abstract:
It is obvious that diams implies the existence of an antichain of stationary sets of cardinality MediaObjects/s00153-004-0247-xflb1.gif which is the largest possible cardinality. We show that the obvious antichain is not maximal and find a less obvious extension of it by aleph2 more stationary sets.Mathematics Subject Classification (2000): 03EThe research of the authors is partially supported by the NSF.The second author was partially supported by IHES during his June 5–25, 2002, visit. He thanks Stevo Todorcevic and Boban Velickovic for conversations during the visit on the main question answered in this report.
Keywords:
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