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Duality/Sum formulas for iterated integrals and their application to multiple zeta values

Duality/Sum formulas for iterated integrals and their application to multiple zeta values

Authors :
Hirose, Minoru
Iwaki, Kohei
Sato, Nobuo
Tasaka, Koji
Publication Year :
2017

Abstract

We investigate linear relations among a class of iterated integrals on the Riemann sphere minus four points $0,1,z$ and $\infty$. Generalization of the duality formula and the sum formula for multiple zeta values to the iterated integrals are given.<br />Comment: 11 pages

Details

Database :
arXiv
Publication Type :
Report
Accession number :
edsarx.1704.06387
Document Type :
Working Paper