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      Refined abelian Stark conjectures and the equivariant leading term conjecture of Burns

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          Abstract

          We formulate a conjecture which generalizes Darmon's "refined class number formula". We discuss relations between our conjecture and the equivariant leading term conjecture of Burns. As an application, we give another proof of the "except 2-part" of Darmon's conjecture, which was first proved by Mazur and Rubin.

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          Journal
          18 June 2014
          Article
          1406.4623
          98cd4fdf-8690-4d02-ac3c-6d66b5871714

          http://arxiv.org/licenses/nonexclusive-distrib/1.0/

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