Pages that link to "Item:Q1775567"
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The following pages link to Galois module structure for dihedral extensions of degree 8: realizable classes over the group ring (Q1775567):
Displaying 16 items.
- On the restricted Hilbert-Speiser and Leopoldt properties (Q351773) (← links)
- Hopf-Galois module structure of tame biquadratic extensions (Q449680) (← links)
- On realizable Galois module classes and Steinitz classes of nonabelian extensions (Q958669) (← links)
- Realizable classes of metacylic extensions of degree \(lm\) (Q982533) (← links)
- Note on the rings of integers of certain tame 2-Galois extensions over a number field (Q998229) (← links)
- On a multiplicative-additive Galois invariant and wildly ramified extensions (Q1907858) (← links)
- Realizable Galois module classes over the group ring for non abelian extensions (Q1955963) (← links)
- Relative Galois module structure and Steinitz classes of dihedral extensions of degree 8 (Q1969131) (← links)
- Relative Galois module structure of octahedral extensions (Q2370234) (← links)
- Realizable classes of nonabelian extensions of order \(p^3\) (Q2406727) (← links)
- Galois realizability of a central \(C_4\)-extension of \(D_8\) (Q2655027) (← links)
- An explicit candidate for the set of Steinitz classes of tame Galois extensions with fixed Galois group of odd order (Q2843975) (← links)
- CLASSES DE STEINITZ D'EXTENSIONS NON ABÉLIENNES À GROUPE DE GALOIS D'ORDRE 16 OU EXTRASPÉCIAL D'ORDRE 32 ET PROBLÈME DE PLONGEMENT (Q3074571) (← links)
- Classes réalisables d'extensions non abéliennes (Q3437814) (← links)
- Module structure of rings of integers in octahedral extensions (Q4484459) (← links)
- On realizable Galois module classes by the inverse different (Q5148571) (← links)
