### Strongly meager sets do not form an ideal

by Bartoszynski and Shelah. [BrSh:607]

J Math Logic, 2001

A set X subseteq R is strongly meager if for every
measure zero set H, X+H not= R . Let SM denote the
collection of strongly meager sets. We show that assuming CH, SM is
not an ideal.

Back to the list of publications