Results 21 to 30 of about 133 (44)
On a conductor discriminant formula of MCCULLOH [PDF]
, 1996 For each finite quasi-Frobenius ring E McCulloh has constructed an order T(E) in a Galois algebra over Q with Galois group E∗. For E=Z/nZ the order T(E) is the cyclotomic ring Z[ζn].
de Smit, Bart
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Normal integral basis of an unramified quadratic extension over a cyclotomic Z2-extension [PDF]
, 2017 Let ℓ be an odd prime number. Let K/Q be a real cyclic extension of degree ℓ, AK the 2-part of the ideal class group of K, and H/K the class field corresponding to AK/A2K. Let Kn be the nth layer of the cyclotomic Z2-extension over K.
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Stickelberger Ideals and Normal Bases of Rings of p-integers [PDF]
, 2006 Ichimura, Humio
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We give a brief introduction to computational algebraic number theory in OSCAR. Our main focus is on number fields, rings of integers and their invariants.
Fieker, Claus, Hofmann, Tommy
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Relative power integral bases in infinite families of quartic extensions of quadratic field [PDF]
, 2017 Gaál, István, Szabó, Tímea
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Some of the next articles are maybe not open access.
On realizable Galois module classes by the inverse different
Communications in Algebra, 2021Mohammed Taous
exaly
A note on normal bases of ideals in sextic algebraic number field
Mathematica Slovaca, 2008Viktor Dubovský
exaly