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On poly(ana)logs I.

Elbaz-Vincent, P. and Gangl, H. (2002) 'On poly(ana)logs I.', Compositio mathematica., 130 (2). pp. 161-214.


We investigate a connection between the differential of polylogarithms (as considered by Cathelineau) and a finite variant of them. This allows to answer a question raised by Kontsevich concerning the construction of functional equations for the finite analogs, using in part the $p$-adic version of polylogarithms and recent work of Besser. Kontsevich's original unpublished note is supplied (with his kind permission) in an ``Appendix'' at the end of the paper.

Item Type:Article
Keywords:Polylogarithms, Finite fields, p-adic, Functional equations, Derivations, Bloch group, Goncharov complexes.
Full text:Full text not available from this repository.
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Date accepted:No date available
Date deposited:No date available
Date of first online publication:January 2002
Date first made open access:No date available

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