10 citations · 34 across the 6 of their papers we have counts for
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math.NT2003
Galois embedding problems with cyclic quotient of order p
Jan Minac, John Swallow
Let K/F be a cyclic field extension of odd prime degree. We consider Galois embedding problems involving Galois groups with common quotient Gal(K/F) such that corresponding normal…
math.NT2003★ 10 cited
Construction and classification of some Galois modules
Jan Minac, John Swallow
In our previous paper we describe the Galois module structures of th-power class groups , where is a cyclic extension of degree over a field $…
math.NT2003★ 1 cited
The first two cohomology groups of some Galois groups
Jan Minac, Adrian Wadsworth
We investigate the first two Galois cohomology groups of -extensions over a base field which does not necessarily contain a primitive th root of unity. We use twisted coeffic…