A generalised Kummer's Conjecture

Mathematics – Number Theory

Scientific paper

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19 pages, to appear in Glasgow Mathematical Journal

Scientific paper

Kummer's Conjecture predicts the rate of growth of the relative class numbers
of cyclotomic fields of prime conductor. We extend Kummer's Conjecture to
cyclotomic fields of conductor n, where n is any natural number. We show that
the Elliott-Halberstam Conjecture implies that this Generalised Kummer's
Conjecture is true for almost all n but is false for infinitely many n.

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