Analytic continuation of multiple Hurwitz zeta functions Academic Article uri icon

abstract

  • AbstractWe use a variant of a method of Goncharov, Kontsevich and Zhao [5,16] to meromorphically continue the multiple Hurwitz zeta functionto$mathbb{C}^{d}$, to locate the hyperplanes containing its possible poles and to compute the residues at the poles. We explain how to use the residues to locate trivial zeros of$zeta_{d}(s; heta)$.

published proceedings

  • Mathematical Proceedings of the Cambridge Philosophical Society

author list (cited authors)

  • KELLIHER, J. P., & MASRI, R.

citation count

  • 8

complete list of authors

  • KELLIHER, JAMES P||MASRI, RIAD

publication date

  • November 2008