Pages that link to "Item:Q2565545"

The following pages link to A sufficient condition for Leopoldt's conjecture (Q2565545):

Displaying 11 items.

• Remarks on connections between the Leopoldt conjecture, p-class groups and unit groups of algebraic number fields (Q914744) (← links)
• Constrained versions of Sauer's Lemma (Q948694) (← links)
• On the Leopoldt conjecture on the p-adic regulators (Q1090366) (← links)
• Some remarks on Leopoldt's conjecture (Q1313302) (← links)
• A conditional proof of the Leopoldt conjecture for CM fields (Q2097088) (← links)
• Exchanging the places \(p\) and \(\infty\) in the Leopoldt conjecture (Q2566181) (← links)
• A sufficient condition for Morgan's problem (Q2725447) (← links)
• The local \(\theta\)-regulators of an algebraic number: \(p\)-adic conjectures (Q2810696) (← links)
• Leopoldt's conjecture for some Galois extensions (Q2906521) (← links)
• Sufficient Condition to Resolve Costa's First Conjecture (Q3562318) (← links)
• Leopoldt's Conjecture in Parameterized Families (Q3813890) (← links)