Saturated null and meager ideal
Saturated null and meager ideal is a scholarly work by Saharon Shelah, published in 2018 in ''Transactions of the American Mathematical Society''. The main subjects of the publication include ideal, NULL, pure mathematics, commutative ring, model theory, discrete mathematics, aleph, mathematics, and monomial ideal. The authors prove that the meager ideal and the null ideal could both be somewhere $\aleph _1$-saturated.