A number field extension of a question of Milnor
Number Theory
2016-01-12 v1
Abstract
Milnor formulated a conjecture about rational linear independence of some special Hurwitz zeta values. The second and third authors along with Ram Murty studied this conjecture and suggested an extension of Milnor's conjecture. In this note, we investigate the number field generalisation of this extended Milnor conjecture. We indicate the motivation for considering this number field case by noting that such a phenomenon is true in an analogous context. We also study some new spaces related to normalised Hurwitz zeta values.
Keywords
Cite
@article{arxiv.1601.02193,
title = {A number field extension of a question of Milnor},
author = {Tapas Chatterjee and Sanoli Gun and Purusottam Rath},
journal= {arXiv preprint arXiv:1601.02193},
year = {2016}
}