A partition theorem for pairs of finite sets

by Jech and Shelah. [JeSh:392]
J American Math Soc, 1991
Every partition of [[omega_1]^{< omega}]^2 into finitely many pieces has a cofinal homogeneous set. Furthermore, it is consistent that every directed partially ordered set satisfies the partition property if and only if it has finite character.


Back to the list of publications