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Stark's Conjectures and Hilbert's Twelfth Problem
Language
en
Article de revue
This item was published in
Experimental Mathematics. 1999, vol. 9, n° 2, p. 251-260
Taylor & Francis
English Abstract
We give a constructive proof of a theorem of Tate, which states that (under Stark's Conjecture) the field generated over a totally real field K by the Stark units contains the maximal real abelian extension of K. As a ...Read more >
We give a constructive proof of a theorem of Tate, which states that (under Stark's Conjecture) the field generated over a totally real field K by the Stark units contains the maximal real abelian extension of K. As a direct application of this proof, we show how one can compute explicitly real abelian extensions of K.Read less <
Origin
Hal imported