Multiple zeta-motives and moduli spaces M_{0,n}
Abstract
Description
We give a natural construction of unramified over Z framed mixed Tate motives, whose periods are the multiple zeta values. Namely, for each convergent multiple zeta-value we define two boundary divisors A and B in the moduli space M_{0,n+3} of stable curves of genus zero. The corresponding multiple zeta-motive is the n-th cohomology of the pair (M_{0,n+3} -A,B).
Corrected version, 20 pages, 4 pictures
Corrected version, 20 pages, 4 pictures