A note on Maximality of ideal-independent sets
Corey Thomas Bruns
TL;DR
This paper explores properties of maximal ideal-independent sets in boolean algebras and discusses their implications for continuum cardinal invariants p and s_mm(P(omega)/fin).
Contribution
It introduces a new property of maximal ideal-independent sets and connects it to continuum cardinal characteristics.
Findings
Derived a property of maximal ideal-independent sets.
Established corollaries relating to continuum cardinals p and s_mm.
Provided insights into the structure of boolean algebras.
Abstract
In this note we derive a property of maximal ideal-independent subsets of boolean algebras which has corollaries regarding the continuum cardinals p and s_mm(P(omega)/fin).
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