Publication | Open Access
Cardinal Invariants of Analytic<i>P</i>-Ideals
53
Citations
11
References
2007
Year
Cardinal InvariantsRing TheoryCommutative AlgebraAnalytic P -IdealsAsymptotic Density ZeroReal Algebraic Geometry
Abstract We study the cardinal invariants of analytic P -ideals, concentrating on the ideal of asymptotic density zero. Among other results we prove min {b, cov ( )} ≤ cov*( ) ≤ max{b, non( )}.
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