arXiv:0705.0504 [math.LO]AbstractReferencesReviewsResources
Rothberger's property in finite powers
Published 2007-05-03, updated 2007-10-23Version 2
We show that several classical Ramseyan statements, and a forcing statement, are each equivalent to having Rothberger's property in all finite powers.
Comments: 14 pages typeset
Related articles: Most relevant | Search more
arXiv:math/9503208 [math.LO] (Published 1995-03-20)
Forcing countable networks for spaces satisfying R(X^omega)=omega.
arXiv:1609.07872 [math.LO] (Published 2016-09-26)
Every linear order isomorphic to its cube is isomorphic to its square
arXiv:1111.1367 [math.LO] (Published 2011-11-06)
On the indecomposability of $ω^n$