Pages that link to "Item:Q2454451"

The following pages link to A characterization of Eisenstein polynomials generating extensions of degree \(p^2\) and cyclic of degree \(p^3\) over an unramified \(\mathfrak p\)-adic field (Q2454451):

Displaying 7 items.

• On the construction of normal wildly ramified extensions over \(\mathbb Q_2\) (Q1038676) (← links)
• Extensions of local fields given by 3-term Eisenstein polynomials (Q2161348) (← links)
• Eisenstein polynomials defining Galois dihedral \(p\)-adic fields of degree \(2p\) (Q2233372) (← links)
• Ramification polygons, splitting fields, and Galois groups of Eisenstein polynomials (Q2907090) (← links)
• TAMELY RAMIFIED EISENSTEIN FIELDS WITH PRIME POWER DISCRIMINANTS (Q3515293) (← links)
• EISENSTEIN POLYNOMIALS DEFINING CYCLIC p-ADIC FIELDS WITH MINIMAL WILD RAMIFICATION (Q5073981) (← links)
• ON GALOIS p-ADIC FIELDS OF p-POWER DEGREE (Q5204732) (← links)