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The project ” Regulators and explicit formulae ” aims at drawing together a group of mathematicians working on various aspects of regulator maps : analytic issues, motivic and K- theoretic problems, explicit formulae and reciprocity laws, links with L-functions, geometric interpretations via Arakelov theory. The main themes of the project are: - Motivic cohomology - Arakelov theory and explicit formulae - L-functions of number fields and elliptic curves. Polylogarithms
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