On the leading terms of Zeta isomorphisms and p-adic L-functions in non-commutative Iwasawa theory
David Burns, Otmar Venjakob
Abstract
We discuss the formalism of Iwasawa theory descent in the setting of the localized K1-groups of Fukaya and Kato. We then prove interpolation formulas for the `leading terms' of the global Zeta isomorphisms that are associated to certain Tate motives and of the p-adic L-functions that are associated to certain critical motives.
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