Pages that link to "Item:Q1802772"
From MaRDI portal
The following pages link to On the class of measurable cardinals without the axiom of choice (Q1802772):
Displaying 12 items.
- Some results on consecutive large cardinals (Q799670) (← links)
- Making all cardinals almost Ramsey (Q953283) (← links)
- On a problem inspired by determinacy (Q1112810) (← links)
- Some new upper bounds in consistency strength for certain choiceless large cardinal patterns (Q1190617) (← links)
- Set theory without choice: Not everything on cofinality is possible (Q1354318) (← links)
- Successors of singular cardinals and measurability (Q1820778) (← links)
- The consistency strength of \(\aleph_\omega\) and \(\aleph_{\omega_1}\) being Rowbottom cardinals without the axiom of choice (Q2505506) (← links)
- A measurable cardinal with a closed unbounded set of inaccessibles from \(o(\kappa)=\kappa\) (Q2750926) (← links)
- \(K\) without the measurable (Q2869898) (← links)
- The first measurable cardinal can be the first uncountable regular cardinal at any successor height (Q2933745) (← links)
- Inaccessible cardinals without the axiom of choice (Q3441435) (← links)
- How many normal measures can ℵω<sub>1</sub>+1 carry? (Q3552392) (← links)
