On the speed of convergence to limit distributions for HeckeL-functions associated with ideal class characters

Kohji Matsumoto
2007 Analysis: International Mathematical Journal of Analysis and its Applications  
We prove an upper bound estimate of the speed of convergence to limit distributions W K (R, χ), in the sense of Bohr and Jessen, for Hecke L-functions associated with ideal class characters. This is a generalization of the author's former result [8] , in which the same estimate has been proved for Dedekind zeta-functions.
doi:10.1524/anly.2007.26.3.313 fatcat:wbe4vrtsw5bnxbl7ph2gjx6l3i