Pages that link to "Item:Q2164875"

The following pages link to Euclidean ideal classes in Galois number fields of odd prime degree (Q2164875):

Displaying 9 items.

• Non-norm-Euclidean fields in basic \(Z_{l}\)-extensions (Q288542) (← links)
• Norm-Euclidean Galois fields and the generalized Riemann hypothesis (Q713181) (← links)
• On finiteness of the numbers of Euclidean fields in some classes of number fields (Q799729) (← links)
• On \(k\)-stage Euclidean algorithms for Galois extensions of \(\mathbb{Q}\) (Q1922561) (← links)
• On existence of Euclidean ideal classes in real cubic and quadratic fields with cyclic class group (Q2195017) (← links)
• On Euclidean ideal classes in certain abelian extensions (Q2197676) (← links)
• Growth results and Euclidean ideals (Q2445008) (← links)
• Two classes of number fields with a non-principal Euclidean ideal (Q2805973) (← links)
• A family of number fields with unit rank at least 4 that has Euclidean ideals (Q2845446) (← links)