Matches in DBpedia 2014 for { ?s ?p The Brumer–Stark conjecture is a conjecture in algebraic number theory giving a rough generalization of both the analytic class number formula for Dedekind zeta functions, and also of Stickelberger's theorem about the factorization of Gauss sums. It is named after Armand Brumer and Harold Stark.It arises as a special case (abelian and first-order) of Stark's conjecture, when the place that splits completely in the extension is finite.. }
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- Brumer–Stark_conjecture comment "The Brumer–Stark conjecture is a conjecture in algebraic number theory giving a rough generalization of both the analytic class number formula for Dedekind zeta functions, and also of Stickelberger's theorem about the factorization of Gauss sums. It is named after Armand Brumer and Harold Stark.It arises as a special case (abelian and first-order) of Stark's conjecture, when the place that splits completely in the extension is finite.".