Pages that link to "Item:Q5396221"

The following pages link to The Boolean prime ideal theorem and products of cofinite topologies (Q5396221):

Displaying 14 items.

• Extending compact topologies to compact Hausdorff topologies in \(\mathbf {ZF}\) (Q645188) (← links)
• Canonical subbase-compactness of topological products (Q1030206) (← links)
• Compactness and the axiom of choice (Q1364905) (← links)
• Restricted versions of the Tukey-Teichmüller theorem that are equivalent to the Boolean prime ideal theorem (Q1778064) (← links)
• Prime and countably saturated models of the theory of Boolean algebras with distinguished ideals (Q1914757) (← links)
• On a topological choice principle by Murray Bell (Q1935840) (← links)
• Čech-Stone compactifications of discrete spaces in ZF and some weak forms of the Boolean prime ideal theorem (Q2850623) (← links)
• Compact and Loeb Hausdorff spaces in ZF and the axiom of choice for families of finite sets (Q2888625) (← links)
• Tychonoff products of compact spaces in ZF and closed ultrafilters (Q3053229) (← links)
• Tychonoff Products of Two-Element Sets and Some Weakenings of the Boolean Prime Ideal Theorem (Q3414689) (← links)
• Products of Compact Spaces in the Least Permutation Model (Q3694230) (← links)
• (Q5174635) (← links)
• Notions of compactness for special subsets of ℝ^<i>I</i> and some weak forms of the axiom of choice (Q5190199) (← links)
• Prime ideal theorem for double Boolean algebras (Q5439636) (← links)