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Currently displaying 1 – 3 of 3

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On Cyclic Field Extensions of Degree 8.

Leila Schneps — 1992

Mathematica Scandinavica

$p$ -adic interpolation of special values of Hecke L-functions

Pierre Colmez; Leila Schneps — 1992

Compositio Mathematica

Polynômes à groupe de Galois diédral

Dominique Martinais; Leila Schneps — 1992

Journal de théorie des nombres de Bordeaux

Soit $K$ un corps et $K_{1}$ une extension quadratique de $K$ . Étant donné un polynôme $P$ de $K_{1} [X]$ à groupe de Galois cyclique, nous donnons une méthode pour construire un polynôme $Q$ de $K [X]$ à groupe de Galois diédral, à partir des racines de $P$ . Cette méthode est tout à fait explicite : nous donnons de nombreux exemples de polynômes à groupe de Galois diédral sur le corps $ℚ$ .

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