Pages that link to "Item:Q4939399"

The following pages link to On Lindelöf Metric Spaces and Weak Forms of the Axiom of Choice (Q4939399):

Displaying 12 items.

• Separable connected metric spaces need not have continuum size in \(\mathbf{ZF}\) (Q386227) (← links)
• Countable choice and pseudometric spaces (Q1295287) (← links)
• On first and second countable spaces and the axiom of choice (Q1880711) (← links)
• Some independence results about compact metrizable spaces and two notions of finiteness (Q2072140) (← links)
• \(k\)-spaces, sequential spaces and related topics in the absence of the axiom of choice (Q2165561) (← links)
• Different versions of a first countable space without choice (Q2390503) (← links)
• The naturals are Lindelöf iff Ascoli holds (Q2752021) (← links)
• Consequences of the failure of the axiom of choice in the theory of Lindelöf metric spaces (Q4459593) (← links)
• When is \(\mathbb N\) Lindelöf? (Q4955904) (← links)
• On infinite‐dimensional Banach spaces and weak forms of the axiom of choice (Q5108128) (← links)
• Two new equivalents of Lindelöf metric spaces (Q5109208) (← links)
• On iso-dense and scattered spaces without \textbf{AC} (Q6113088) (← links)